Problem 45346. Grazing-02

Created by Asif Newaz

Solve Later

{"parts":[{"partUri":"/matlab/document.xml","contentType":"application/vnd.mathworks.matlab.code.document+xml","content":"<?xml version=\"1.0\" encoding=\"UTF-8\"?><w:document xmlns:w=\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\"><w:body><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"-1\"/><w:attr w:name=\"width\" w:val=\"-1\"/><w:attr w:name=\"verticalAlign\" w:val=\"baseline\"/><w:attr w:name=\"altText\" w:val=\"\"/><w:attr w:name=\"relationshipId\" w:val=\"rId1\"/></w:customXmlPr></w:customXml><w:r><w:t>A cow is tied to an outside corner of a rectangular barn of size (a,b) with a rope of length l. What is the maximum area the cow can graze outside the barn?</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:hyperlink w:docLocation=\"https://serving.photos.photobox.com/495639807b8e93bb90ab3c212fe921e51fefc77e0b8756d28871096f5482839b5e5d4bb8.jpg\"><w:r><w:t>&lt;https://serving.photos.photobox.com/495639807b8e93bb90ab3c212fe921e51fefc77e0b8756d28871096f5482839b5e5d4bb8.jpg</w:t></w:r></w:hyperlink><w:r><w:t>&gt;</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t></w:t></w:r></w:p></w:body></w:document>","relationship":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/image","target":"/media/image1.png","relationshipId":"rId1"}]},{"partUri":"/media/image1.png","contentType":"image/png","content":"data:image/png;base64,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","relationship":null}],"relationships":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/document","target":"/matlab/document.xml","relationshipId":"rId1"}]}

<div style = "text-align: start; line-height: 20.44px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: none solid rgb(0, 0, 0); white-space: normal; "><div style="block-size: 502.562px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 407px 251.275px; transform-origin: 407px 251.281px; vertical-align: baseline; "><div style="block-size: 442.562px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 221.275px; text-align: left; transform-origin: 384px 221.281px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><img class="imageNode" style="vertical-align: baseline" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA1gAAAG4CAYAAABYREYDAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAKZJSURBVHhe7b0JuF9Vfe+d53lf3/Zta/te773a9rZq79OqdahjTaIYNcqUxKK9KCAt4gA4ULWoyHUAVHAesU5tBbWIigiKyCCiVQmDkOQic6YSppyQ5LSHXHKT3MT15rt/Z2effVgnZ+3/d5X1y7rfz/P8HkjW2Tvn8/+ttff6nv9w5oQB/Mu//Ev4H//jf0z+aTj/+3//7/Bv//Zvk38aDRyP8zD8r//1v8L//J//c/JPw8nh8c///M/hX//1Xyf/NBoePNh+4PuHBwMeRzyeDB48PPQD6xvrnKGWeZXDY86cOeEnP/nJ5J+GU8u8Yj3Ye09LaQ8ci3OwsB7sOvfi4aUf7P28tEeOawRgPTzsMUEt/Si9zmvpx6h7TAWsEcjhoYBlsAsHKGB1sB7sBRnUMq9yeChgGawHe+9pKe2BY3EOFtaj9MarpZZ+KGAZrIeHPSaopR+l13kt/VDAGoCHSaOAZbALByhgdbAe7AUZ1DKvcngoYBmsB3vvaSntgWNxDhbWo/TGq6WWfihgGayHhz0mqKUfpdd5Lf1QwBqAh0mjgGWwCwcoYHWwHuwFGdQyr3J4KGAZrAd772kp7YFjcQ4W1qP0xqulln4oYBmsh4c9JqilH6XXeS39UMAagIdJo4BlsAsHKGB1sB7sBRnUMq9yeChgGawHe+9pKe2BY3EOFtaj9MarpZZ+KGAZrIeHPSaopR+l13kt/VDAGoCHSaOAZbALByhgdbAe7AUZ1DKvcngoYBmsB3vvaSntgWNxDhbWo/TGq6WWfihgGayHhz0mqKUfpdd5Lf1QwBqAh0mjgGWwCwcoYHWwHuwFGdQyr3J4KGAZrAd772kp7YFjcQ4W1qP0xqulln4oYBmsh4c9JqilH6XXeS39UMAagIdJo4BlsAsHKGB1sB7sBRnUMq9yeChgGawHe+9pKe2BY3EOFtaj9MarpZZ+KGAZrIeHPSaopR+l13kt/VDAGoCHSaOAZbALByhgdbAe7AUZ1DKvcngoYBmsB3vvaSntgWNxDhbWo/TGq6WWfihgGayHhz0mqKUfpdd5Lf1QwBqAh0mjgGWwCwcoYHWwHuwFGdQyr3J4KGAZrAd772kp7YFjcQ4W1qP0xqulln4oYBmsh4c9JqilH6XXeS39UMAagIdJo4BlsAsHKGB1sB7sBRnUMq9yeChgGawHe+9pKe2BY3EOFtaj9MarpZZ+KGAZrIeHPSaopR+l13kt/Rg5YO3cuTOk1tq1a8OKFSuiYym1bdu2MD4+Hh1LLRyP88TGUuuBBx4I999/f3QspXJ4oFmbN2+OjqWWBw+2H/j+4REbSy08jng8Y2Op5cHDQz+wvrHOY2OpVcu8yuGBgHXFFVdEx1KqlnnFerD3nrZKe+BYnCM2NqRYD3ade/Hw0g/2fl7aI8c1AsV6eNhjomrpR+l1Xks/Rt1jztmyZUtIrdtvvz0sW7YsOpZSSLLr16+PjqUWjsd5YmOphQfrvvvui46lVA4PNOvee++NjqWWBw+2H/j+4REbSy08jng8Y2Op5cHDQz+wvrHOY2OpVcu8yuGBgHXxxRdHx1KqlnnFerD3nrZKe+BYnCM2NqRYD3ade/Hw0g/2fl7aI8c1AsV6eNhjomrpR+l1Xks/Rt1jzsFTeKm1Zs2aJhHHxlIKT9NBNDaWWjge54mNpRbEJyYmomMplcMDzdq0aVN0LLU8eLD9wPcPj9hYauFxxOMZG0stDx4e+oH1jXUeG0utWuZVDg8ErB/96EfRsZSqZV6xHuy9p63SHjgW54iNDSnWg13nXjy89IO9n5f2yHGNQLEeHvaYqFr6UXqd19KPUfeYeg/WCOTwQLP0Hiz+tbVA78HqYD3Y12yDWuZVDg+9B8tgPdh7T0tpDxyLc7CwHqXfm9FSSz/Y+3lpjxzXCMB6eNhjglr6UXqd19KPkd+DNfnfJDxMfhyP8zB4mDQKWAa7cIACVgfrwV6QQS3zKoeHApbBerD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19IPBawBeJg0ClgGu3CAAlYH68FekEEt8yqHhwKWwXqw956W0h44FudgYT1Kb7xaaumHApbBenjYY4Ja+lF6ndfSDwWsAXiYNApYBrtwgAJWB+vBXpBBLfMqh4cClsF6sPeeltIeOBbnYGE9Sm+8WmrphwKWwXp42GOCWvpRep3X0g8FrAF4mDQKWAa7cIACVgfrwV6QQS3zKoeHApbBerD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19IPBawBeJg0ClgGu3CAAlYH68FekEEt8yqHhwKWwXqw956W0h44FudgYT1Kb7xaaumHApbBenjYY4Ja+lF6ndfSDwWsAXiYNApYBrtwgAJWB+vBXpBBLfMqh4cClsF6sPeeltIeOBbnYGE9Sm+8WmrphwKWwXp42GOCWvpRep3X0g8FrAF4mDQKWAa7cIACVgfrwV6QQS3zKoeHApbBerD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19IPBawBeJg0ClgGu3CAAlYH68FekEEt8yqHhwKWwXqw956W0h44FudgYT1Kb7xaaumHApbBenjYY4Ja+lF6ndfSDwWsAXiYNApYBrtwgAJWB+vBXpBBLfMqh4cClsF6sPeeltIeOBbnYGE9Sm+8WmrphwKWwXp42GOCWvpRep3X0g8FrAF4mDQKWAa7cIACVgfrwV6QQS3zKoeHApbBerD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19IPBawBeJg0ClgGu3CAAlYH68FekEEt8yqHhwKWwXqw956W0h44FudgYT1Kb7xaaumHApbBenjYY4Ja+lF6ndfSDwWsAXiYNApYBrtwgAJWB+vBXpBBLfMqh4cClsF6sPeeltIeOBbnYGE9Sm+8WmrphwKWwXp42GOCWvpRep3X0g8FrAF4mDQKWAa7cIACVgfrwV6QQS3zKoeHApbBerD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19KPkQMW/tHUWrlyZVi2bFl0LKUmJibC2NhYdCy1cDzOExtLrfHx8bBp06boWErl8ECz1q9fHx1LLQ8ebD/w/cMjNpZaeBzxeMbGUsuDh4d+YH1jncfGUquWeZXDAwHrkksuiY6lVC3zivVg7z1tlfbAsThHbGxIsR7sOvfi4aUf7P28tEeOawSK9fCwx0TV0o/S67yWfoy6x5yzbdu2kFqrV68Oy5cvj46lFP7BjRs3RsdSC8fjPLGx1ELT8YDHxlIqhweadd9990XHUsuDB9sPfP/wiI2lFh5HPJ6xsdTy4OGhH1jfWOexsdSqZV7l8EDA+uEPfxgdS6la5hXrwd572irtgWNxjtjYkGI92HXuxcNLP9j7eWmPHNcIFOvhYY+JqqUfpdd5Lf0YdY8551e/+lVIrbVr1zZPOcbGUmrHjh3NU22xsdTC8ThPbCy1tm7dGrZs2RIdS6kcHmgWGh4bSy0PHmw/8P3DIzaWWngc8XjGxlLLg4eHfmB9Y53HxlKrlnmVwwMB68c//nF0LKVqmVesB3vvaau0B47FOWJjQ4r1YNe5Fw8v/WDv56U9clwjUKyHhz0mqpZ+lF7ntfRj1D2m3oM1Ajk80CxMPAYPHmw/8P0zr60FeBzxeDJ48PDQD6xv5jXboJZ5lcND78EyWA/23tNS2gPH4hwsrAe7zr14eOkHez8v7ZHjGgFYDw97TFBLP0qv81r6MeoeUwFrBHJ4KGAZ7MIBClgdrAd7QQa1zKscHgpYBuvB3ntaSnvgWJyDhfUovfFqqaUfClgG6+Fhjwlq6UfpdV5LPxSwBuBh0ihgGezCAQpYHawHe0EGtcyrHB5swMJLLPBaboYa+sHee1pKe+BYnIOF9Si98WqppR8KWAbr4WGPCWrpB7vOcf+pYV6x/VDAGoCHya+AZbALByhgdbAe7AUZ1DKvcnjMFrB+9asQxsdD+OlPQzj33BDOPjuEr389hIsvDuGOO0LYtetXYefOnZNfPRo19IO997SU9sCxOAcL68Gucy8eXvqhgGWwHh72mKCWfsy0zsfGQvj4x0P4wAceXB/9qN2D1qyx+w9C1qjU0g8FrAF4mPwKWAa7cIACVgfrwW68QC3zKofH3gLWrl0h/OIXIXz5yyGccUYI3/hGCJdeGsIFF4Tw6U+H8IUvhLB0qX0dQw39YO89LaU9cCzOwcJ6sOvci4eXfihgGayHhz0mqKUfM63ztWtDOPLIEP7qr0J43/v6Aesd7wjh1a+2//7whyHs3PmryaOGU0s/FLAG4GHyK2AZ7MIBClgdrAe78QK1zKscHjMFLDxztXx5CJ/8ZAhnnhnCbbeFsGFDCBMTIWzeHMLKlfb3+CnjDTfY149KDf1g7z0tpT1wLM7Bwnqw69yLh5d+KGAZrIeHPSaopR8zrfM2YJ10kt1r1q3r6vbb7RUVf/u3IRx7rP0QcFRq6YcC1gA8TH4FLINdOEABq4P1YDdeoJZ5lcNjpoC1cWMIn/ucPXNlLwWcHJgEf161yl6u8Q//EML9908OjEAN/WDvPS2lPXAszsHCerDr3IuHl34oYBmsh4c9JqilHzOt8zZg4dmrmCZeFXjttSEcdVQIp5yCdTo5MJBa+qGANQAPk18By2AXDlDA6mA92I0XqGVe5fCYKWBdeaXduK64YuaXAOIm981v2ssF77138i9HoIZ+sPeeltIeOBbnYGE92HXuxcNLPxSwDNbDwx4T1NKPmdb5bAEL4LOVPvGJEA47LIRbbpn8y4HU0g8FrAF4mPwKWAa7cIACVgfrwW68QC3zKodHLGBBC28ixuvdcaPbG3gzMr5m69bJvxiBGvrB3ntaSnvgWJyDhfVg17kXDy/9UMAyWA8Pe0xQSz9mWucpAQtcdlkIf/EXIXz/+5N/MZBa+qGANQAPk18By2AXDlDA6mA92I0XqGVe5fCIBawtW0L4zGfs5X94v9XeaH8jPEMN/WDvPS2lPXAszsHCerDr3IuHl34oYBmsh4c9JqilHzOt89SAhfdfveQl9jL1UailHwpYA/Aw+RWwDHbhAAWsDtaD3XiBWuZVDo9YwMIHWeDDK1D4/70Bh+3bt0/+aTRq6Ad772kp7YFjcQ4W1oNd5148vPRDActgPTzsMUEt/ZhpnacGLHz40iteEcLnPz/5FwOppR8KWAPwMPkVsAx24QAFrA7Wg914gVrmVQ6PWMDCB1bgte0pAQu/g0S/B0sBazqsB7vOvXh46YcClsF6eNhjglr6MdM6Tw1Yv/xlCC97mQKWAtYAPEx+BSyDXThAAauD9WA3XqCWeZXDIxaw8Obhv//7ED78Yfto9r3BvjwQ1NAP9t7TUtoDx+IcLKwHu869eHjphwKWwXp42GOCWvox0zpPDVhXX20vEcSHLY1CLf0YOWDhH06tVatWheXLl0fHUmrLli3hvvvui46lFo7HeWJjqYWGj4+PR8dSKocHmrVh9+4qNpZaHjzYfuD7h0dsLLXwOOLxjI2llgcPD/3A+sY6j42lVi3zKocHAtZll122588ITPjUwAsvDOHUU0O46Sa7EONZqqnH7Zr8aEH8Nv3vftdeqgGmf11K1dAP9t7TVmkPHItzxMaGFOvBrnMvHl76wd7PS3vkuEagWA8Pe0xULf2IrXMwPWDhfjP1a+y9v/ZhTPiQC3zqLUBgmvp1s1Ut/Rh1jzln69atIbVWrlzZNCw2llJ4sPGNxsZSC8fjPLGx1EIa3bx5c3QspXJ4oFljY2PRsdTy4MH2A98/PGJjqYXHEY9nbCy1PHh46AfWN9Z5bCy1aplXOTwQsC699NI9f25f7odf5njaaSGce24IeIsVbmh4OSDeb4X/4s/40gsusK+78cbmsOYGN/X8KVVDP9h7T1ulPXAszhEbG1KsB7vOvXh46Qd7Py/tkeMagWI9POwxUbX0I7bOQSxg4b6Dwj0GbNoUwtveZr9s+J57mr8K27Zt651rtqqlH6PuMefghp9aa3d3ZcWKFdGxlMLmASkyNpZaOB7niY2l1gMPPBDuv//+6FhK5fBAs9Dw2FhqefBg+4HvHx6xsdTC44jHMzaWWh48PPQD6xvrPDaWWrXMqxweCFhXXHHFnj+3L/nDTQ0/HfzgB0P4+c/xzFT3iYFWIdxwQwgf+UgIX/gCXqLQHNaMTT1/StXQD/be01ZpDxyLc8TGhhTrwa5zLx5e+sHez0t75LhGoFgPD3tMVC39iK1zsPuvHvQSwfbeA3bnonDWWSG8/OUhnH22/U5GMPU8KVVLP0bdY+o9WCOQwwPNQqpm8ODB9oN9bS3A44jHk8GDh4d+sO/NALXMqxwesfdgtdx5p338LT7s4rzzQli2DNdYe2Px975nH+X+yU+GcOutM/8y4hRq6Ad772kp7YFjcQ4W1oNd5148vPSDvZ+X9shxjQCsh4c9JqilHzOt8zZgHX98CD/4QQg//GFXCFR41cRRR4Vw+un2uxhHpZZ+jLrHVMAagRweClgGu3CAAlYH68FuvEAt8yqHx94CFkITQhZuap/7XAhnnBHCF78Ywmc/a+EKv9xx5crup4ejUkM/2HtPS2kPHItzsLAe7Dr34uGlHwpYBuvhYY8JaunHTOu8DViHHhrC614XwjHH9OvEE+2Hfjh08kmtkailHwpYA/Aw+RWwDHbhAAWsDtaD3XiBWuZVDo+9BSyAm9f999uNDM9U3XKLFT7cApcHhLD2ZRujUkM/2HtPS2kPHItzsLAe7Dr34uGlHwpYBuvhYY8JaunHTOv8gQdCuO46+5TA6YW/x3uEcV8CzPqspR8KWAPwMPkVsAx24QAFrA7Wg914gVrmVQ6P2QLWbLQffMFQQz/Ye09LaQ8ci3OwsB7sOvfi4aUfClgG6+Fhjwlq6Qe7znH/wYc1jEot/VDAGoCHya+AZbALByhgdbAe7AUZ1DKvcniwAQtvzq1hXrH9YO89LaU9cCzOwcJ6sOvci4eXfihgGayHhz0mqKUfpdd5Lf1QwBqAh0mjgGWwCwcoYHWwHuwFGdQyr3J4sAGrlnnFerD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19IPBawBeJg0ClgGu3CAAlYH68FekEEt8yqHhwKWwXqw956W0h44FudgYT1Kb7xaaumHApbBenjYY4Ja+lF6ndfSDwWsAXiYNApYBrtwgAJWB+vBXpBBLfMqh4cClsF6sPeeltIeOBbnYGE9Sm+8WmrphwKWwXp42GOCWvpRep3X0g8FrAF4mDQKWAa7cIACVgfrwV6QQS3zCv/+KOfAL3bELxf+yle+Ev6v/+th4aSTTmr+jL8fSi3zivVg7z0tpT1wLM7BwnqU3ni11NIPBSyD9fCwxwT7cj/WrFmz5/7zute9PnzqU58KP/vZz0b6fmqZV6yHAtYAPEwaBSyDXThAAauD9VDA6ti1a1dTQ/jhD38YFi1aHJ7//BfvriPCk598RHj2sw8JCxa8uPl7jA+hlnnFeihg9WE9FLCMXB4KWAbroYBljOpx9tlnhwMOODDst9+Ld993jgh/+qevD894xl+G5z73+eHVr35duPbaaye/Mo1a5hXroYA1AA+TRgHLYBcOUMDqYD0UsPp8+9vfDv/tv/23XuHvYvz0pz/dfTN7RviTPzk4vPKVP9h9Q1sa3vCGW5r/4s/4e4wPCVm1zCvWQwGrD+uhgGXk8lDAMlgPBSxjFI+PfvSj4fGPf3x41KMODPPn/2B3yFoaXvCCW3aHq5+Hpz71S+H3f/+Fu/9+fnOfSqWWecV6KGANwMOkUcAy2IUDFLA6WA8FrA78/qm3vvWt4S1veUs477zz9tQt+E3A07jvvvvCn//5n4fnPe/kcMwxy8J73xseVPh7jCNk3YrfKpxALfOK9VDA6sN6KGAZuTwUsAzWQwHLGOpx/fXXh//yX/5LeNzjTg4LFiwLL3lJ6NXBB//P3YHr6mYc9yncr1KoZV6xHgpYA/AwaRSwDHbhAAWsDtZDAasD8+plL3tZuOyyyyb/ZmZOOeV94QlPeFk44YSxaLhqC+P4ule+8siwbdu2yaNnppZ5xXooYPVhPRSwjFweClgG66GAZQzxwH3kZS/7b+F3f/dl4YADxh4UrqYWxvF173vf+yaP3ju1zCvWQwFrAB4mjQKWwS4coIDVwXooYHXgcTjggAPCDTfcMPk3M/P4xz8xvPzl50dD1fQ6/PCLwm/91sPDBRdcEK677rq9Ft6cvHTp0uhYal1zzTXNJxnGxlILx+M8sbGUYj0uvPDCcM4550THhlRpDxyLc8TGhhTrgccSj2lsLKW8eHjpx5e+9CVqjZX2yHGNQLEe7Dr34vFQ9gP3kd/8zd8Kz372RdFQNb2e9azzm/tVCh72mIC9n7MeIwcs/KOptXLlyrBs2bLoWEpNTEyEsbGx6Fhq4XicJzaWWuPj42Hjxo3RsZTK4YFmrV+/PjqWWh482H7g+4dHbCy18Dji8YyNpZYHDw/9wPrGOo+Npda+Pq927NjRXBxx83rUox4VDjzwwHDooYc2NfX9V/g6fP0dd9wR/p//59fD8ceviQaq6fWOd/xb+LVf+82wZMmS8KY3vWmvddxxxzUVG0utN7zhDeGYY46JjqUWjsd5YmMpxXq86lWvCkcccUR0bEiV9mCPb4v1wGOJxzQ2llJePNjvI5cH3pvJrLHSHjmuESj2+2DXuRcP9vghHriPPOxhvxUOOujfooFqer3oRWua+xXuW9PvfdPLwx4Txe6vWI9R95hz8BPr1EKqvvLKK6NjKbVixYrmtaKxsdTC8ThPbCy1li9f3mwkY2MplcMDzWLP4cGD7Qe+f3jExlIL3wMez9hYannw8NAPrG+s89hYau3r86r9iRt+MviYxzwmfPrTnw7nnntu8wlNeE9WG7Lw0gx8/Xe+853m912deOJENFDF6j/8h8eEP/7jPw7Pf/7z91oLFixoKjaWWh7OwR6/3377hec+97nRsSFV2oM9vi32PHgs8ZjGxlLKi0fp49t6znOes097sMe3xZ6HXedePB7K43Ef+a3f+qNomIrVwQdPNPcr3Lem3/uml4c9JordX7EecBhljzkHb3ZLrZtvvrn5qW5sLKWQApGaY2OpheNxnthYat1zzz3hrrvuio6lVA4PNAsvQYqNpZYHD7Yf+P7hERtLLTyOeDxjY6nlwcNDP7C+sc5jY6m1r88rfLgFWLduXfOJf/fff3/z5507d4avf/3rYfHixc258RHu+Ho844ffd/XmN/9LNExNr3e841/Dr/3aw3ff7F4S/Ynk1MJPQZmf8KPe+MY3hmOPPTY6llo4HueJjaUU63H00UeHI488Mjo2pEp74FjmJ9ttsR54LPGYxsZSyouHl368/OUvp9ZYaY8c1wgU68Gucy8eD2U/cB952MMeHg466F97QWqmetGL/qW5X+G+Nf3eN7087DFR7P6K9Rh1j6n3YI1ADg80S+/B0nuwpuKhH1jfWOcMtcyrGHg/Fn6yeNttt03+jf2+rMc97k/DIYd8JRqoptdf/uU5zU8Q8csg8YmEeyv81A0/BYyNpdaNN97Y/P6T2Fhq4XicJzaWUqzH5Zdf3jyjGBsbUqU9cCzOERsbUqwHHks8prGxlPLi4aUfX/3qV6k1VtojxzUCxXqw69yLx0PZD9xHcD95xjPOiQaq6fW0p32luV+l/I5HD3tMwN7PWY+R34M1+d8kFLCMHB4KWAa7cIACVgfroYDVgZcCTv+dV3iGD+/Jwk/EpnLyyaeERz7yyUmfIoivw0+89SmC6bD3npbSHjgW52BhPdh17sXDSz/Y+3lpjxzXCMB6eNhjgn2pH7iPLFq0KDz84U9O+hRBfB3uVynUMq9YDwWsAXiYNApYBrtwgAJWB+uhgNVx/vnn73k5IMBLBf/2b/82nH766XteRtiCx2zevOeEP/7jReH1r78pGq7w9xh/2tOeEW666abJI/dOLfOK9WDvPS2lPXAszsHCeihgGbk8FLAM1sPDHhPsa/3AM2a//du/Ex75yEXhBS+4KRqu8PuxMI73C6au/VrmFeuhgDUAD5NGActgFw5QwOpgPRSwOvCpQ2eccUY4+OCDwyte8YpwyCGHNOEKrymPcdVVVzfvH3jsY18Q9t//Y+HQQ7/dhCr8F3/G32P8Zz/7+eQRs1PLvGI92HtPS2kPHItzsLAeClhGLg8FLIP18LDHBPtiP7773e+Fgw46KPzH//iC8MQnfiw885nfbsIWXjr4hCecFh7xiP2a94VdffXVk0fMTi3zivVQwBqAh0mjgGWwCwcoYHWwHgpYfRCyvvWtb+2pmcJVy6233hre/OY37w5lr9gdqOY1oerRj567+8b3iubvMT6EWuYV66GA1Yf1UMAycnkoYBmshwKWMaoHPi3v+OOPDy984aHhkY+c34StRz7y2WHx4iPDaaedFtasWTP5lWnUMq9YDwWsAXiYNApYBrtwgAJWB+uhgNXxq1/9KumNwNPBpw/+9Kc/DfPnP6d58/GTnvSU8OMf/7j5+6HUMq9YDwWsPqyHApaRy0MBy2A9FLAMxgM/BLz00kubl6w/8YlPDE9/+jOb9w5v2rRp8ivSqWVesR4KWAPwMGkUsAx24QAFrA7WQwGrAx/LPur6euCBBwI+PhcBC695bz/qfSi1zCvWQwGrD+uhgGXk8lDAMlgPBSyD9cBHhOP+g9+T9aIXvaj5YeEo1DKvWA8FrAF4mDQKWAa7cIACVgfroYDVwXgoYPVhPRSw+rAeClhGLg8FLIP1UMAyWA8FrD6shwLWADxMGgUsg104QAGrg/VQwOpgPBSw+rAeClh9WA8FLCOXhwKWwXooYBmshwJWH9ZDAWsAHiaNApbBLhyggNXBeihgdTAeClh9WA8FrD6shwKWkctDActgPRSwDNZDAasP66GANQAPk0YBy2AXDlDA6mA9FLA6GA8FrD6shwJWH9ZDAcvI5aGAZbAeClgG66GA1Yf1UMAagIdJo4BlsAsHKGB1sB4KWB2MhwJWH9ZDAasP66GAZeTyUMAyWA8FLIP1UMDqw3ooYA3Aw6RRwDLYhQMUsDpYDwWsDsZDAasP66GA1Yf1UMAycnkoYBmshwKWwXooYPVhPRSwBuBh0ihgGezCAQpYHayHAlYH46GA1Yf1UMDqw3ooYBm5PBSwDNZDActgPRSw+rAeIwcsbARSa+XKlWHZsmXRsZTCJmPDhg3RsdTC8ThPbCy18GDhl67FxlIqhweaNTY2Fh1LLQ8ebD/w/cMjNpZaeBzxeMbGUsuDh4d+YH1jncfGUquWecV44N9ftGhRE7Dmzp1LnaeGecV6sPeetkp74FicIzY2pFgPdp178fDSD/Z+XtojxzUCxXp42GOi9vV+4Jfa4/6zYMGCsHDhwiZcxL5utqplXrEeo+4x5yDZpdaqVavC8uXLo2MphSYjWcfGUgvHt2l21JqYmAjj4+PRsZTK4YFmYeLFxlLLgwfbD3z/8IiNpRYeRzyesbHU8uDhoR9Y31jnsbHUqmVeMR749xcvXtwErHnz5oWNGzdGv262qmVesR7svaet0h44FueIjQ0p1oNd5148vPSDvZ+X9shxjUCxHh72mKh9vR933XVXc//BM1gIWFu3bo1+3WxVy7xiPUbdY87BU4eptXbt2ubp29hYSu3YsaNJkrGx1MLxOE9sLLUw2bZs2RIdS6kcHmgWGh4bSy0PHmw/8P3DIzaWWngc8XjGxlLLg4eHfmB9Y53HxlKrlnnFeODGMvUlgrjAx75utqplXrEe7L2nrdIeOBbniI0NKdaDXedePLz0g72fl/bIcY1AsR4e9piofb0fCARTXyK4a9eu6NfNVrXMK9Zj1D2m3oM1Ajk80CxMPAYPHmw/8P3DgwGPIx5PBg8eHvqB9a33YBmMB14eoPdgdbAeeg9WH9aDXedePLz0g72fl/bIcY0ArIfeg2WwHnjWSO/B6mA9Rt1jKmCNQA4PBSyDXThAAauD9VDA6mA8FLD6sB4KWH1YDwUsI5eHApbBeihgGayHAlYf1kMBawAeJo0ClsEuHKCA1cF6KGB1MB4KWH1YDwWsPqyHApaRy0MBy2A9FLAM1kMBqw/roYA1AA+TRgHLYBcOUMDqYD0UsDoYDwWsPqyHAlYf1kMBy8jloYBlsB4KWAbroYDVh/VQwBqAh0mjgGWwCwcoYHWwHgpYHYyHAlYf1kMBqw/roYBl5PJQwDJYDwUsg/VQwOrDeihgDcDDpFHAMtiFAxSwOlgPBawOxkMBqw/roYDVh/VQwDJyeShgGayHApbBeihg9WE9FLAG4GHSKGAZ7MIBClgdrIcCVgfjoYDVh/VQwOrDeihgGbk8FLAM1kMBy2A9FLD6sB4KWAPwMGkUsAx24QAFrA7WQwGrg/FQwOrDeihg9WE9FLCMXB4KWAbroYBlsB4KWH1YDwWsAXiYNApYBrtwgAJWB+uhgNXBeChg9WE9FLD6sB4KWEYuDwUsg/VQwDJYDwWsPqyHAtYAPEwaBSyDXThAAauD9VDA6mA8FLD6sB4KWH1YDwUsI5eHApbBeihgGayHAlYf1kMBawAeJo0ClsEuHKCA1cF6KGB1MB4KWH1YDwWsPqyHApaRy0MBy2A9FLAM1kMBqw/roYA1AA+TRgHLYBcOUMDqYD0UsDoYDwWsPqyHAlYf1kMBy8jloYBlsB4KWAbroYDVh/VQwBqAh0mjgGWwCwcoYHWwHgpYHYyHAlYf1kMBqw/roYBl5PJQwDJYDwUsg/VQwOrDeowcsLZt2xZSa9WqVWH58uXRsZSCIBofG0stHI/zxMZSa2JiIoyPj0fHUiqHB5rFnsODB9sPfP/wiI2lFr4HPJ6xsdTy4OGhH1jfWOexsdSqZV4xHrggL168uAlY8+bNC5s2bYp+3WxVy7xiPdh7T1ulPXAszhEbG1KsB7vOvXh46Qd7Py/tkeMagWI9POwxUft6P+6+++7m/rNgwYKwcOHCJmDEvm62qmVesR5wGGWPOWfr1q0htVauXNlM/thYSm3ZsiVs2LAhOpZaOB7niY2lFjY/mzdvjo6lVA4PNGtsbCw6lloePNh+4PuHR2wstfA44vGMjaWWBw8P/cD6xjqPjaVWLfOK8cC/PzVg4QId+7rZqpZ5xXqw9562SnvgWJwjNjakWA92nXvx8NIP9n5e2iPHNQLFenjYY6L29X7ceeedvYCFV1TEvm62qmVesR6j7jHn7Ny5M6TW2rVrw4oVK6JjKYVEhxQZG0utNoXGxlILqRov2YmNpVQODzQLDY+NpZYHD7Yf+P7hERtLLTyOeDxjY6nlwcNDP7C+sc5jY6lVy7xiPPDvL1mypAlY8+fPby7wsa+brWqZV6wHe+9pq7QHjsU5YmNDivVg17kXDy/9YO/npT1yXCNQrIeHPSZqX+/H+vXrm/tP+xJBvFQv9nWzVS3zivUYdY+p92CNQA4PNAubLgYPHmw/8P0zr60FeBzxeDJ48PDQD70Hq4Px0Huw+rAeeg9WH9ZD78Eycnmw9/PSHjmuEYD10HuwDNYDr5jQe7A6WI9R95gKWCOQw0MBy2AXDlDA6mA9FLA6GA8FrD6shwJWH9ZDAcvI5aGAZbAeClgG66GA1Yf1UMAagIdJo4BlsAsHKGB1sB4KWB2MhwJWH9ZDAasP66GAZeTyUMAyWA8FLIP1UMDqw3ooYA3Aw6RRwDLYhQMUsDpYDwWsDsZDAasP66GA1Yf1UMAycnkoYBmshwKWwXooYPVhPRSwBuBh0ihgGezCAQpYHayHAlYH46GA1Yf1UMDqw3ooYBm5PBSwDNZDActgPRSw+rAeClgD8DBpFLAMduEABawO1kMBq4PxUMDqw3ooYPVhPRSwjFweClgG66GAZbAeClh9WA8FrAF4mDQKWAa7cIACVgfroYDVwXgoYPVhPRSw+rAeClhGLg8FLIP1UMAyWA8FrD6shwLWADxMGgUsg104QAGrg/VQwOpgPBSw+rAeClh9WA8FLCOXhwKWwXooYBmshwJWH9ZDAWsAHiaNApbBLhyggNXBeihgdTAeClh9WA8FrD6shwKWkctDActgPRSwDNZDAasP66GANQAPk0YBy2AXDlDA6mA9FLA6GA8FrD6shwJWH9ZDAcvI5aGAZbAeClgG66GA1Yf1UMAagIdJo4BlsAsHKGB1sB4KWB2MhwJWH9ZDAasP66GAZeTyUMAyWA8FLIP1UMDqw3ooYA3Aw6RRwDLYhQMUsDpYDwWsDsZDAasP66GA1Yf1UMAycnkoYBmshwKWwXooYPVhPRSwBuBh0ihgGezCAQpYHayHAlYH46GA1Yf1UMDqw3ooYBm5PBSwDNZDActgPRSw+rAeClgD8DBpFLAMduEABawO1kMBq4PxUMDqw3ooYPVhPRSwjFweClgG66GAZbAeClh9WI+RA9auXbtCaq1duzasWLEiOpZS27dvD+Pj49Gx1MLxOE9sLLWw+cGGJzaWUjk80KzNmzdHx1LLgwfbD3z/8IiNpRYeRzyesbHU8uDhoR9Y31jnsbHUqmVeMR5btmwJS5YsaQLW/Pnzm5tM7Otmq1rmFevB3nvaKu2BY3GO2NiQYj3Yde7Fw0s/2Pt5aY8c1wgU6+Fhj4na1/sxNjbW3H/agLVz587o181Wtcwr1mPUPeYcpLrUWrlyZVi2bFl0LKUmJiaaxsfGUgvH4zyxsdRCwzdu3BgdS6kcHmjW+vXro2Op5cGD7Qe+f3jExlILjyMez9hYannw8NAPrG+s89hYatUyrxgP/PuLFi1qAtbcuXOp89Qwr1gP9t7TVmkPHItzxMaGFOvBrnMvHl76wd7PS3vkuEagWA8Pe0zUvt6PO+64o7n/LFiwICxcuLD5gV/s62arWuYV6zHqHnMOEmZqrV69Oixfvjw6llJbt24NmzZtio6lFo7HeWJjqYUki6f8YmMplcMDzULDY2Op5cGD7Qe+f3jExlILjyMez9hYannw8NAPrG+s89hYatUyrxgPPGO1ePHiJmDNmzev+QlY7Otmq1rmFevB3nvaKu2BY3GO2NiQYj3Yde7Fw0s/2Pt5aY8c1wgU6+Fhj4na1/txzz33NPcfPIOFgLVt27bo181Wtcwr1mPUPabegzUCOTzQLDScwYMH2w98/8xrawEeRzyeDB48PPRD78HqYDzwkgS9B6uD9dB7sPqwHnoPlpHLg72fl/bIcY0ArIfeg2WwHnoPVh/WY9Q9pgLWCOTwUMAy2IUDFLA6WA8FrA7GQwGrD+uhgNWH9VDAMnJ5KGAZrIcClsF6KGD1YT0UsAbgYdIoYBnswgEKWB2shwJWB+OhgNWH9VDA6sN6KGAZuTwUsAzWQwHLYD0UsPqwHgpYA/AwaRSwDHbhAAWsDtZDAauD8VDA6sN6KGD1YT0UsIxcHgpYBuuhgGWwHgpYfVgPBawBeJg0ClgGu3CAAlYH66GA1cF4KGD1YT0UsPqwHgpYRi4PBSyD9VDAMlgPBaw+rIcC1gA8TBoFLINdOEABq4P1UMDqYDwUsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WQwFrAB4mjQKWwS4coIDVwXooYHUwHgpYfVgPBaw+rIcClpHLQwHLYD0UsAzWQwGrD+uhgDUAD5NGActgFw5QwOpgPRSwOhgPBaw+rIcCVh/WQwHLyOWhgGWwHgpYBuuhgNWH9VDAGoCHSaOAZbALByhgdbAeClgdjIcCVh/WQwGrD+uhgGXk8lDAMlgPBSyD9VDA6sN6KGANwMOkUcAy2IUDFLA6WA8FrA7GQwGrD+uhgNWH9VDAMnJ5KGAZrIcClsF6KGD1YT0UsAbgYdIoYBnswgEKWB2shwJWB+OhgNWH9VDA6sN6KGAZuTwUsAzWQwHLYD0UsPqwHgpYA/AwaRSwDHbhAAWsDtZDAauD8VDA6sN6KGD1YT0UsIxcHgpYBuuhgGWwHgpYfVgPBawBeJg0ClgGu3CAAlYH66GA1cF4KGD1YT0UsPqwHgpYRi4PBSyD9VDAMlgPBaw+rIcC1gA8TBoFLINdOEABq4P1UMDqYDwUsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WY+SAtXXr1pBaq1atCsuXL4+OpdSWLVvChg0bomOpheNxnthYauHB2rx5c3QspXJ4oFljY2PRsdTy4MH2A98/PGJjqYXHEY9nbCy1PHh46AfWN9Z5bCy1aplXjAf+/UWLFjUBa968ec0NL/Z1s1Ut84r1YO89bZX2wLE4R2xsSLEe7Dr34uGlH+z9vLRHjmsEivXwsMdE7ev9uPPOO5v7z4IFC8LChQubH/jFvm62qmVesR6j7jHnINmlVjv5Y2MphQcbG43YWGrheJwnNpZaSNR4sGNjKZXDA83CxIuNpZYHD7Yf+P7hERtLLTyOeDxjY6nlwcNDP9qNV2wstWqZV4wH/v2pAWvjxo3Rr5utaplXrAd772mrtAeOxTliY0OK9WDXuRcPL/1g7+elPXJcI1Csh4c9Jmpf70cbsPAMFgIWNvuxr5utaplXrMeoe8w5u3btCqm1du3a5unb2FhKbd++vUmSsbHUwvE4T2wstTDZ0PjYWErl8ECzxsfHo2Op5cGD7Qe+f3jExlILjyMez9hYannw8NAPrG+s89hYatUyrxgP/PtTXyI4MTER/brZqpZ5xXqw9562SnvgWJwjNjakWA92nXvx8NIP9n5e2iPHNQLFenjYY6L29X7gGZepLxHcuXNn9Otmq1rmFesx6h5T78EagRweaBYmHoMHD7Yf7GtrAR5HPJ4MHjw89APrW+/BMhgPvQerD+uh92D1YT3Yde7Fw0s/2Pt5aY8c1wjAeug9WAbrgWeN9B6sDtZj1D2mAtYI5PBQwDLYhQMUsDpYDwWsDsZDAasP66GA1Yf1UMAycnkoYBmshwKWwXooYPVhPRSwBuBh0ihgGezCAQpYHayHAlYH46GA1Yf1UMDqw3ooYBm5PBSwDNZDActgPRSw+rAeClgD8DBpFLAMduEABawO1kMBq4PxUMDqw3ooYPVhPRSwjFweClgG66GAZbAeClh9WA8FrAF4mDQKWAa7cIACVgfroYDVwXgoYPVhPRSw+rAeClhGLg8FLIP1UMAyWA8FrD6shwLWADxMGgUsg104QAGrg/VQwOpgPBSw+rAeClh9WA8FLCOXhwKWwXooYBmshwJWH9ZDAWsAHiaNApbBLhyggNXBeihgdTAeClh9WA8FrD6shwKWkctDActgPRSwDNZDAasP66GANQAPk0YBy2AXDlDA6mA9FLA6GA8FrD6shwJWH9ZDAcvI5aGAZbAeClgG66GA1Yf1UMAagIdJo4BlsAsHKGB1sB4KWB2MhwJWH9ZDAasP66GAZeTyUMAyWA8FLIP1UMDqw3ooYA3Aw6RRwDLYhQMUsDpYDwWsDvz7U4PRL37xi/CNb3wj7NixY/JvZkYBqw/roYDVh/VQwDJyeShgGayHApbBeihg9WE9FLAG4GHSKGAZ7MIBClgdrIcCVgf+/e3btzf/PzY2Fo4++uhw3HHHha1btzZ/tzcUsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WQwFrAB4mjQKWwS4coIDVwXooYHXs3LmzuTHhGavPf/7z4YADDlDAGhHWQwGrD+uhgGXk8lDAMlgPBSyD9VDA6sN6KGANwMOkUcAy2IUDFLA6WA8FrI72pnThhReGd77zneG0005TwBoR1kMBqw/roYBl5PJQwDJYDwUsg/VQwOrDeowcsO6+++6QWr/85S/DtddeGx1LqTvvvDOsWrUqOpZaOB7niY2lFhbxmjVromMplcMDzWLP4cGD7Qe+f3jExlIL3wMez9hYannw8NAPrG+s89hYatUwr9pNH86Dlwb+5Cc/CWefffaegLVt27bocW3h+99///2bgPWsZz0r3H777dGvm61qmVesB3vvaau0B47FOWJjQ4r1YNe5Fw8v/WDv56U9clwjUKyHhz0mal/vxw033NDcf573vOc1Ieuuu+6Kft1sVcu8Yj3gMMoecw5u/Kl1/fXXh6uuuio6llK33npruPHGG6NjqYXjcZ7YWGrdcsst4eabb46OpVQODzQLF5PYWGp58GD7ge8fHrGx1MLjiMczNpZaHjw89APrG+s8NpZa+/q8uueee5qXB+InXu95z3vCpz71qeYnYFMDFip2bFv4KewLX/jCJmA9/elPD8uXL49+3WxVy7xiPdh7T1ulPXAszhEbG1KsB7vOvXh46Qd7Py/tkeMagWI9POwxUft6P66++urm/rPffvuFBQsWhNtuuy36dbNVLfOK9Rh1jzlnYmIipBaatGzZsuhYSo2Pj4d77703OpZaOB7niY2l1saNG8OGDRuiYymVwwPNwkYuNpZaHjzYfuD7h0dsLLXwOOLxjI2llgcPD/3A+sY6j42l1r4+r9pnry644ILwhje8oflewNSAhQAWO7YtfCjGwQcf3ASsuXPnjrzWa5lXrAd772mrtAeOxTliY0OK9WDXuRcPL/1g7+elPXJcI1Csh4c9Jmpf78fatWub+w/CFYIWXqYX+7rZqpZ5xXqMusfUe7BGIIcHmqX3YPGvrQV6D1YH68G+NwPUMK9wPF4aiHB0/PHHN4WXXDzpSU8KH/jAB5oAtTf0Hqw+rAd772kp7YFjcQ4W1oNd5148vPSDvZ+X9shxjQCsh4c9JtjX+6H3YPVhPUZ+D9bkf5NQwDJyeChgGezCAQpYHayHApaBY7/3ve+FM844Y08dddRR4bnPfW746le/2vxkbm8oYPVhPRSw+rAeClhGLg8FLIP1UMAyWA8FrD6shwLWADxMGgUsg104QAGrg/VQwJqZqS8RnA0FrD6shwJWH9ZDAcvI5aGAZbAeClgG66GA1Yf1UMAagIdJo4BlsAsHKGB1sB4KWB24KU39HhSwyvVDAasP66GAZeTyUMAyWA8FLIP1UMDqw3ooYA3Aw6RRwDLYhQMUsDpYDwWsDnyQxZYtWyb/FJo3YP/4xz9O+r4UsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WQwFrAB4mjQKWwS4coIDVwXooYHUwHgpYfVgPBaw+rIcClpHLQwHLYD0UsAzWQwGrD+uhgDUAD5NGActgFw5QwOpgPRSwOhgPBaw+rIcCVh/WQwHLyOWhgGWwHgpYBuuhgNWH9VDAGoCHSaOAZbALByhgdbAeClgdjIcCVh/WQwGrD+uhgGXk8lDAMlgPBSyD9VDA6sN6KGANwMOkUcAy2IUDFLA6WA8FrA7GQwGrD+uhgNWH9VDAMnJ5KGAZrIcClsF6KGD1YT0UsAbgYdIoYBnswgEKWB2shwJWB+OhgNWH9VDA6sN6KGAZuTwUsAzWQwHLYD0UsPqwHgpYA/AwaRSwDHbhAAWsDtZDAauD8VDA6sN6KGD1YT0UsIxcHgpYBuuhgGWwHgpYfVgPBawBeJg0ClgGu3CAAlYH66GA1cF4KGD1YT0UsPqwHgpYRi4PBSyD9VDAMlgPBaw+rIcC1gA8TBoFLINdOEABq4P1UMDqYDwUsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WQwFrAB4mjQKWwS4coIDVwXooYHUwHgpYfVgPBaw+rIcClpHLQwHLYD0UsAzWQwGrD+sxcsDatWtXSK21a9eGFStWRMdSavv27WF8fDw6llo4HueJjaUWNj/Y8MTGUiqHB5q1efPm6FhqefBg+4HvHx6xsdTC44jHMzaWWh48PPQD6xvrPDaWWrXMK8Zjy5YtYcmSJU3Amj9/fnOTiX3dbFXLvGI92HtPW6U9cCzOERsbUqwHu869eHjpB3s/L+2R4xqBYj087DFR+3o/xsbGmvtPG7B27twZ/brZqpZ5xXqMusecg384tVauXBmWLVsWHUupiYmJsGHDhuhYauF4nCc2llpo+KZNm6JjKZXDA83CIoiNpZYHD7Yf+P7hERtLLTyOeDxjY6nlwcNDP7C+sc5jY6lVy7xiPDZu3BgWLVrUBKy5c+eOfJ5a5hXrwd572irtgWNxjtjYkGI92HXuxcNLP9j7eWmPHNcIFOvhYY+J2tf7cccddzT3nwULFoSFCxc2z97Evm62qmVesR6j7jHnbNu2LaTW6tWrw/Lly6NjKYV/EBuP2Fhq4XicJzaWWmg6nvKLjaVUDg80C0/jxsZSy4MH2w98//CIjaUWHkc8nrGx1PLg4aEfWN9Y57Gx1KplXjEe+PcXL17cBKx58+Y1F/fY181Wtcwr1oO997RV2gPH4hyxsSHFerDr3IuHl36w9/PSHjmuESjWw8MeE7Wv9+Puu+9u7j94BgsBCy+Ri33dbFXLvGI9Rt1j6j1YI5DDA81Cwxk8eLD9YF9bC/A44vFk8ODhoR96D1YH44Ebi96D1cF66D1YfVgPvQfLyOXB3s9Le+S4RgDWQ+/BMlgPvQerD+sx6h5TAWsEcngoYBnswgEKWB2shwJWB+OhgNWH9VDA6sN6KGAZuTwUsAzWQwHLYD0UsPqwHgpYA/AwaRSwDHbhAAWsDtZDAauD8VDA6sN6KGD1YT0UsIxcHgpYBuuhgGWwHgpYfVgPBawBeJg0ClgGu3CAAlYH66GA1cF4KGD1YT0UsPqwHgpYRi4PBSyD9VDAMlgPBaw+rIcC1gA8TBoFLINdOEABq4P1UMDqYDwUsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WQwFrAB4mjQKWwS4coIDVwXooYHUwHgpYfVgPBaw+rIcClpHLQwHLYD0UsAzWQwGrD+uhgDUAD5NGActgFw5QwOpgPRSwOhgPBaw+rIcCVh/WQwHLyOWhgGWwHgpYBn4xMH5Z/agoYPVhPRSwBuBh0ihgGezCAQpYHayHAlYH46GA1Yf1UMDqw3ooYBm5PBSwDNZDActAIGLWhQJWH9ZDAWsAHiaNApbBLhyggNXBeihgdTAeClh9WA8FrD6shwKWkctDActgPRSw7DF4+9vfTq1PBaw+rIcC1gA8TBoFLINdOEABq4P1UMDqYDwUsPqwHuy9p6W0B47FOVhYDwUsI5eHApbBenjYY4KS/bjyyiub+wb+OyoKWH1YDwWsAXiYNApYBrtwgAJWB+uhgNXBeChg9WE9FLD6sB4KWEYuDwUsg/VQwFLAilGyH0ABawAeJo0ClsEuHKCA1cF6KGB1MB4KWH1YDwWsPqyHApaRy0MBy2A9FLAUsGKU7AdQwBqAh0mjgGWwCwcoYHWwHgpYHYyHAlYf1kMBqw/roYBl5PJQwDJYDwWsLmBhTq1YsSKcccYZ4R3veEfzX/w5Zb0oYPVhPRSwBuBh0ihgGezCAQpYHayHAlYH46GA1Yf1UMDqw3ooYBm5PBSwDNZDAasLWCeeeGJ4wxveEN761reG17zmNeHggw8OS5YsaebabIFJAasP6zFywMI/nFqrVq0Ky5cvj46lFD7XH42PjaUWjsd5YmOphYZv3rw5OpZSOTzQrA0bNkTHUsuDB9sPfP/wiI2lFh5HPJ6xsdTy4OGhH1jfWOexsdSqZV4xHvj3Fy1a1Nwo582bR52nhnnFerD3nrZKe+BYnCM2NqRYD3ade/Hw0g/2fl7aI8c1AsV6eNhjokr0o/1BQxuw9t9///D5z38+3HTTTWHNmjXh3HPPDU9+8pPDW97ylrB169YmNMXOg7rzzjub+8+CBQvCwoULm6+Pfd1sVcu8Yj1G3WPOwQOfWu3kj42lFH6Ki280NpZaOB7niY2lFtIoHuzYWErl8ECzxsbGomOp5cGD7Qe+f3jExlILjyMez9hYannw8NCPduMVG0utWuYV47Fp06YHBazY181Wtcwr1oO997RV2gPH4hyxsSHFerDr3IuHl36w9/PSHjmuESjWw8MeE1WiH9MDFp7BmvqsCzbsb3rTm5pnsnA/QcCKnQe1bt265v6DZ7AQsPCKitjXzVa1zCvWY9Q95pxdu3aF1Fq7dm3z9G1sLKW2b9/eiMbGUgvH4zyxsdSCOJJ1bCylcnigWePj49Gx1PLgwfYD3z88YmOphccRj2dsLLU8eHjoB9Y31nlsLLVqmVeMB/79qS8RnJiYiH7dbFXLvGI92HtPW6U9cCzOERsbUqwHu869eHjpB3s/L+2R4xqBYj087DFRJfrRvoyvDVhf//rXmz9P5f3vf3+YO3du8ziB2HlQCARTXyK4c+fO6NfNVrXMK9Zj1D2m3oM1Ajk80CxMPAYPHmw/2NfWAjyOeDwZPHh46AfWt96DZTAeeg9WH9ZD78Hqw3qw69yLh5d+sPfz0h45rhGA9dB7sLqAdfnll0/+TQcC1lOf+tRw2223Tf5NHDzDpfdgdbAeo+4xFbBGIIeHApbBLhyggNXBeihgdTAeClh9WA8FrD6shwKWkctDActgPRSwuoCF/05HAWs0WA8FrAF4mDQKWAa7cIACVgfroYDVwXgoYPVhPRSw+rAeClhGLg8FLIP1UMBSwIpRsh9AAWsAHiaNApbBLhyggNXBeihgdTAeClh9WA8FrD6shwKWkctDActgPRSwFLBilOwHUMAagIdJo4BlsAsHKGB1sB4KWB2MhwJWH9ZDAasP66GAZeTyUMAyWA8FLAWsGCX7ARSwBuBh0ihgGezCAQpYHayHAlYH46GA1Yf1UMDqw3ooYBm5PBSwDNZDAUsBK0bJfgAFrAF4mDQKWAa7cIACVgfroYDVwXgoYPVhPRSw+rAeClhGLg8FLIP1UMAK4a677gof+tCHmv9OB6Hry1/+cvM7nfaGAlYf1kMBawAeJo0ClsEuHKCA1cF6KGB1MB4KWH1YDwWsPqyHApaRy0MBy2A9FLA68HuURkUBqw/roYA1AA+TRgHLYBcOUMDqYD0UsDoYDwWsPqyHAlYf1kMBy8jloYBlsB4KWAbCFX457qgoYPVhPRSwBuBh0ihgGezCAQpYHayHAlYH46GA1Yf1UMDqw3ooYBm5PBSwDNZDActgPRSw+rAeClgD8DBpFLAMduEABawO1kMBq4PxUMDqw3ooYPVhPRSwjFweClgG66GAZbAeClh9WA8FrAF4mDQKWAa7cIACVgfroYDVwXgoYPVhPRSw+rAeClhGLg8FLIP1UMAyWA8FrD6shwLWADxMGgUsg104QAGrg/VQwOpgPBSw+rAeClh9WA8FLCOXhwKWwXooYBmshwJWH9Zj5IC1ffv2kFqrV68Oy5cvj46lFDYdGzdujI6lFo7HeWJjqYXNDh6w2FhK5fBAs9hzePBg+4HvHx6xsdTC94DHMzaWWh48PPQD6xvrPDaWWrXMK8YDN5XFixc3AWvevHnNx+rGvm62qmVesR7svaet0h44FueIjQ0p1oNd5148vPSDvZ+X9shxjUCxHh72mKh9vR/33HNPc/9ZsGBBWLhwYdi2bVv062arWuYV6wGHUfaYc/BJJam1cuXKZvLHxlIKkhs2bIiOpRaOx3liY6mFBxobnthYSuXwQLPGxsaiY6nlwYPtB75/eMTGUguPIx7P2FhqefDw0A+sb6zz2Fhq1TKvGA/8+1MDFn6iGPu62aqWecV6sPeetkp74FicIzY2pFgPdp178fDSD/Z+XtojxzUCxXp42GOi9vV+3Hnnnb2AhaAT+7rZqpZ5xXqMusecg6fwUmvNmjVhxYoV0bGUQoqGZGwstXA8zhMbSy08VTgxMREdS6kcHmjWpk2bomOp5cGD7Qe+f3jExlILjyMez9hYannw8NAPrG+s89hYatUyrxgP3FiWLFnSBKz58+c3F/jY181Wtcwr1oO997RV2gPH4hyxsSHFerDr3IuHl36w9/PSHjmuESjWw8MeE7Wv92P9+vXN/ad9ieCOHTuiXzdb1TKvWI9R95h6D9YI5PBAs7DpYvDgwfYD3z/z2lqAxxGPJ4MHDw/90HuwOhgP/MRQ78HqYD30Hqw+rIfeg2Xk8mDv56U9clwjAOuh92AZrIfeg9WH9Rh1j6mANQI5PBSwDHbhAAWsDtZDAauD8VDA6sN6KGD1YT0UsIxcHgpYBuuhgGWwHgpYfVgPBawBeJg0ClgGu3CAAlYH66GA1cF4KGD1YT0UsPqwHgpYRi4PBSyD9VDAMlgPBaw+rIcC1gA8TBoFLINdOEABq4P1UMDqYDwUsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WQwFrAB4mjQKWwS4coIDVwXooYHUwHgpYfVgPBaw+rIcClpHLQwHLYD0UsAzWQwGrD+uhgDUAD5NGActgFw5QwOpgPRSwOhgPBaw+rIcCVh/WQwHLyOWhgGWwHgpYBuuhgNWH9VDAGoCHSaOAZbALByhgdbAeClgdjIcCVh/WQwGrD+uhgGXk8lDAMlgPBSyD9VDA6sN6KGANwMOkUcAy2IUDFLA6WA8FrA7GQwGrD+uhgNWH9VDAMnJ5KGAZrIcClsF6KGD1YT0UsAbgYdIoYBnswgEKWB2shwJWB+OhgNWH9VDA6sN6KGAZuTwUsAzWQwHLYD0UsPqwHgpYA/AwaRSwDHbhAAWsDtZDAauD8VDA6sN6KGD1YT0UsIxcHgpYBuuhgGWwHgpYfVgPBawBeJg0ClgGu3CAAlYH66GA1cF4KGD1YT0UsPqwHgpYRi4PBSyD9VDAMlgPBaw+rIcC1gA8TBoFLINdOEABq4P1UMDqYDwUsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WQwFrAB4mjQKWwS4coIDVwXooYHUwHgpYfVgPBaw+rIcClpHLQwHLYD0UsAzWQwGrD+uhgDUAD5NGActgFw5QwOpgPRSwOhgPBaw+rIcCVh/WQwHLyOWhgGWwHgpYBuuhgNWH9Rg5YO3atSuk1tq1a8OKFSuiYym1ffv2MD4+Hh1LLRyP88TGUgubH2x4YmMplcMDzdq8eXN0LLU8eLD9wPcPj9hYauFxxOMZG0stDx4e+oH1jXUeG0utWuYV47Fly5awZMmSJmDNnz+/ucnEvm62qmVesR7svaet0h44FueIjQ0p1oNd5148vPSDvZ+X9shxjUCxHh72mKh9vR9jY2PN/acNWDt37ox+3WxVy7xiPUbdY87BP5xaK1euDMuWLYuOpRQEN2zYEB1LLRzfPtijFtLopk2bomMplcMDzcIiiI2llgcPth/4/uERG0stPI54PGNjqeXBw0M/sL6xzmNjqVXLvGI88O8vWrSoCVhz586lzlPDvGI92HtPW6U9cCzOERsbUqwHu869eHjpB3s/L+2R4xqBYj087DFR+3o/1q1b19x/FixYEBYuXNg8exP7utmqlnnFeoy6x5yzbdu2kFqrV68Oy5cvj46lFJq8cePG6Fhq4XicJzaWWhMTE02qjo2lVA4PNAtP48bGUsuDB9sPfP/wiI2lFh5HPJ6xsdTy4OGhH1jfWOexsdSqZV4xHvj3Fy9e3ASsefPmUeepYV6xHuy9p63SHjgW54iNDSnWg13nXjy89IO9n5f2yHGNQLEeHvaYqH29H3fddVdz/8EzWAhYeIlc7Otmq1rmFesx6h5T78EagRweaBZSNYMHD7Yf+P6Z19YCPI54PBk8eHjoh96D1cF44KdXeg9WB+uh92D1YT30Hiwjlwd7Py/tkeMaAVgPvQfLYD30Hqw+rMeoe0wFrBHI4aGAZbALByhgdbAeClgdjIcCVh/WQwGrD+uhgGXk8lDAMlgPBSyD9VDA6sN6KGANwMOkUcAy2IUDFLA6WA8FrA7GQwGrD+uhgNWH9VDAMnJ5KGAZrIcClsF6KGD1YT0UsAbgYdIoYBnswgEKWB2shwJWB+OhgNWH9VDA6sN6KGAZuTwUsAzWQwHLYD0UsPqwHgpYA/AwaRSwDHbhAAWsDtZDAauD8VDA6sN6KGD1YT0UsIxcHgpYBuuhgGWwHgpYfVgPBawBeJg0ClgGu3CAAlYH66GA1cF4KGD1YT0UsPqwHgpYRi4PBSyD9VDAMlgPBaw+rIcC1gA8TBoFLINdOEABq4P1UMDqYDwUsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WQwFrAB4mjQKWwS4coIDVwXooYHXg3x91fSlg9WE9FLD6sB4KWEYuDwUsg/VQwDJYDwWsPqyHAtYAPEwaBSyDXThAAauD9VDA6ti5c+fI34MCVh/WQwGrD+uhgGXk8lDAMlgPBSyD9VDA6sN6KGANwMOkUcAy2IUDFLA6WA8FrA7clDZt2hS+9KUvhfe9731N3XnnnZOje0cBqw/roYDVh/VQwDJyeShgGayHApbBeihg9WE9FLAG4GHSKGAZ7MIBClgdrIcCVgfC1emnnx5OOumkcPLJJ4c3vvGN4YMf/GDz97OhgNWH9VDA6sN6KGAZuTwUsAzWQwHLYD0UsPqwHgpYA/AwaRSwDHbhAAWsDtZDAavjJz/5STj88MPDunXrmj9v3LgxvPa1r23+fjYUsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WQwFrAB4mjQKWwS4coIDVwXooYHXgsZgept7//veHz372s5N/mhkFrD6shwJWH9aDXedePLz0QwHLYD0UsAzWQwGrD+uhgDUAD5NGActgFw5QwOpgPdiNF6hlXk0H77864ogjwnnnnTf5NzOjgNWH9VDA6sN6KGAZuTwUsAzWQwHLYD0UsPqwHiMHrDvuuCOkFib+NddcEx1LqbVr14bbb789OpZaOB7niY2l1urVq8OqVauiYymVwwPNuu2226JjqeXBg+0Hvn94xMZSC48jHs/YWGp58PDQD6xvrPPYWGrVMq82bNjQXCTbD7p43ete17xkEC8VBLhgx45DYU6++MUvbgLWM5/5zHDzzTdHv262qmVesR7svaet0h44FueIjQ0p1oNd5148vPSDvZ+X9shxjUCxHh72mKh9vR/Lly9v7j/Pe97zmpCF4Br7utmqlnnFeoy6x5xz6623htS67rrrwlVXXRUdSylsMm644YboWGrheJwnNpZaN910U7jxxhujYymVwwPNYs/hwYPtB75/eMTGUgvfAx7P2FhqefDw0A+sb6zz2Fhq1TCvcEFev35985M/BKq/+7u/C+95z3ualwj+4Ac/aH4yt2XLluixqBUrVoQXvvCFTcB62tOeFq6//vro181Wtcwr1oO997RV2gPH4hyxsSHFerDr3IuHl36w9/PSHjmuESjWw8MeE7Wv92Pp0qXN/We//fZrQtYtt9wS/brZqpZ5xXrAYZQ95hw8dZZaSIBIxrGxlMKGBE9dxsZSC8fjPLGx1MJTlps3b46OpVQODzQLPyGPjaWWBw+2H/j+4REbSy08jng8Y2Op5cHDQz+wvrHOY2OpVcO8wu/AQria/tIKvDzwsMMO2xO+Ysei8O8vWrSoCVjz5s0b+fGoZV6xHuy9p63SHjgW54iNDSnWg13nXjy89IO9n5f2yHGNQLEeHvaYqH29H3g5O+4/CxYsCAsXLgxbt26Nft1sVcu8Yj1G3WPqPVgjkMMDzdJ7sPjX1gK9B6uD9cD6Zt6bAWqZVz/72c+amgpeKnDAAQc0/90beg9WH9aDvfe0lPbAsTgHC+vBrnMvHl76wd7PS3vkuEYA1sPDHhPs6/1AqNF7sDpYj5HfgzX53yQUsIwcHgpYBrtwgAJWB+uhgNXxta99rXkd+1133dX8Gd8P/g4f1d6+D2smFLD6sB4KWH1YDwUsI5eHApbBeihgGayHAlYf1kMBawAeJo0ClsEuHKCA1cF6KGB14E2qRx11VDj22GPDaaedFk499dTw9re/Pfz4xz+e/IqZUcDqw3ooYPVhPRSwjFweClgG66GAZbAeClh9WA8FrAF4mDQKWAa7cIACVgfroYDVByHr3e9+955KCVdAAasP66GA1Yf1UMAycnkoYBmshwKWwXooYPVhPRSwBuBh0ihgGezCAQpYHayHAlYHbkqj3pgUsPqwHgpYfVgPBSwjl4cClsF6KGAZrIcCVh/WQwFrAB4mjQKWwS4coIDVwXooYHXgkwTx6UujoIDVh/VQwOrDeihgGbk8FLAM1kMBy2A9FLD6sB4KWAPwMGkUsAx24QAFrA7WQwGrg/FQwOrDeihg9WE9FLCMXB4KWAbroYBlsB4KWH1YDwWsAXiYNApYBrtwgAJWB+uhgNXBeChg9WE9FLD6sB4KWEYuDwUsg/VQwDJYDwWsPqyHAtYAPEwaBSyDXThAAauD9VDA6mA8FLD6sB4KWH1YDwUsI5eHApbBeihgGayHAlYf1kMBawAeJo0ClsEuHKCA1cF6KGB1MB4KWH1YDwWsPqyHApaRy0MBy2A9FLAM1kMBqw/roYA1AA+TRgHLYBcOUMDqYD0UsDoYDwWsPqyHAlYf1kMBy8jloYBlsB4KWAbroYDVh/VQwBqAh0mjgGWwCwcoYHWwHgpYHYyHAlYf1kMBqw/roYBl5PJQwDJYDwUsg/VQwOrDeihgDcDDpFHAMtiFAxSwOlgPBawOxkMBqw/roYDVh/VQwDJyeShgGayHApbBeihg9WE9Rg5YO3bsCKm1evXqsGLFiuhYSuF3ymzatCk6llo4HueJjaUWNjtoemwspXJ4oFkbN26MjqWWBw+2H/j+4REbSy08jng8Y2Op5cHDQz+wvrHOY2OpVcu8Yjzw7y9ZsqQJWPPnzw+bN2+Oft1sVcu8Yj3Ye09bpT1wLM4RGxtSrAe7zr14eOkHez8v7ZHjGoFiPTzsMVH7ej/uueee5v7TBqzt27dHv262qmVesR6j7jHn4CetqbVy5cqwbNmy6FhKQXJsbCw6llo4HueJjaXW+Ph40/TYWErl8ECz2HN48GD7ge8fHrGx1ML3gMczNpZaHjw89APrG+s8NpZatcwrxgP//qJFi5qANXfu3LBhw4bo181Wtcwr1oO997RV2gPH4hyxsSHFerDr3IuHl36w9/PSHjmuESjWw8MeE7Wv92PdunXN/WfBggVh4cKFzbM3sa+brWqZV6wHHEbZY87BU3iptWbNmuanC7GxlMLTdPhJbmwstXA8zhMbS60tW7aEiYmJ6FhK5fBAs9Dw2FhqefBg+4HvHx6xsdTC44jHMzaWWh48PPQD6xvrPDaWWrXMK8YD//7UZ7BwgY993WxVy7xiPdh7T1ulPXAszhEbG1KsB7vOvXh46Qd7Py/tkeMagWI9POwxUft6P+69997m/tMGLDybEvu62aqWecV6jLrH1HuwRiCHB5ql92Dxr60Feg9WB+uh92B1MB746ZXeg9XBeug9WH1YD70Hy8jlwd7PS3vkuEYA1kPvwTJYD70Hqw/rMfJ7sCb/m4QClpHDQwHLYBcOUMDqYD0UsDoYDwWsPqyHAlYf1kMBy8jloYBlsB4KWAbroYDVh/VQwBqAh0mjgGWwCwcoYHWwHgpYHYyHAlYf1kMBqw/roYBl5PJQwDJYDwUsg/VQwOrDeihgDcDDpFHAMtiFAxSwOlgPBawOxkMBqw/roYDVh/VQwDJyeShgGayHApbBeihg9WE9FLAG4GHSKGAZ7MIBClgdrIcCVgfjoYDVh/VQwOrDeihgGbk8FLAM1kMBy2A9FLD6sB4KWAPwMGkUsAx24QAFrA7WQwGrg/FQwOrDeihg9WE9FLCMXB4KWAbroYBlsB4KWH1YDwWsAXiYNApYBrtwgAJWB+uhgNXBeChg9WE9FLD6sB4KWEYuDwUsg/VQwDJYDwWsPqyHAtYAPEwaBSyDXThAAauD9VDA6mA8FLD6sB4KWH1YDwUsI5eHApbBeihgGayHAlYf1kMBawAeJo0ClsEuHKCA1cF6KGB1MB4KWH1YDwWsPqyHApaRy0MBy2A9FLAM1kMBqw/roYA1AA+TRgHLYBcOUMDqYD0UsDoYDwWsPqyHAlYf1kMBy8jloYBlsB4KWAbroYDVh/VQwBqAh0mjgGWwCwcoYHWwHgpYHYyHAlYf1kMBqw/roYBl5PJQwDJYDwUsg/VQwOrDeihgDcDDpFHAMtiFAxSwOlgPBawOxkMBqw/roYDVh/VQwDJyeShgGayHApbBeihg9WE9FLAG4GHSKGAZ7MIBClgdrIcCVgfjoYDVh/VQwOrDeihgGbk8FLAM1kMBy2A9FLD6sB4KWAPwMGkUsAx24QAFrA7WQwGrg/FQwOrDeihg9WE9FLCMXB4KWAbroYBlsB4KWH1Yj5ED1q5du0JqrV27tpn8sbGU2r59e/ONxsZSC8fjPLGx1Nq6dWvYsmVLdCylcnigWePj49Gx1PLgwfYD3z88YmOphccRj2dsLLU8eHjoB9Y31nlsLLVqmVeMB/79qQFrYmIi+nWzVS3zivVg7z1tlfbAsThHbGxIsR7sOvfi4aUf7P28tEeOawSK9fCwx0Tt6/0YGxvrBaydO3dGv262qmVesR6j7jHn4B9OrVWrVoXly5dHx1IKghs2bIiOpRaObx/sUQuJevPmzdGxlMrhgWZhEcTGUsuDB9sPfP/wiI2lFh5HPJ6xsdTy4OGhH1jfWOexsdSqZV4xHvj3Fy1a1ASsefPmNT9RjH3dbFXLvGI92HtPW6U9cCzOERsbUqwHu869eHjpB3s/L+2R4xqBYj087DFR+3o/7rzzzub+g4C1cOHC5hUVsa+brWqZV6zHqHvMOXjqLLXayR8bSyk82NhoxMZSC8fjPLGx1Gof7NhYSuXwQLMw8WJjqeXBg+1Hu3BiY6mFxxGPZ2wstTx4eOhHu/GKjaVWLfOK8cC/Pz1gxb5utqplXrEe7L2nrdIeOBbniI0NKdaDXedePLz0g72fl/bIcY1AsR4e9piofb0fbcBasGBBE7Cw2Y993WxVy7xiPUbdY+o9WCOQwwPNwlOnDB482H6wr60FeBzxeDJ48PDQD6xvvQfLYDz0Hqw+rIfeg9WH9WDXuRcPL/1g7+elPXJcIwDrofdgGawHQo3eg9XBeoy6x1TAGoEcHgpYBrtwgAJWB+uhgNXBeChg9WE9FLD6sB4KWEYuDwUsg/VQwDJYDwWsPqyHAtYAPEwaBSyDXThAAauD9VDA6mA8FLD6sB4KWH1YDwUsI5eHApbBeihgGayHAlYf1kMBawAeJo0ClsEuHKCA1cF6KGB1MB4KWH1YDwWsPqyHApaRy0MBy2A9FLAM1kMBqw/roYA1AA+TRgHLYBcOUMDqYD0UsDoYDwWsPqyHAlYf1kMBy8jloYBlsB4KWAbroYDVh/VQwBqAh0mjgGWwCwcoYHWwHgpYHYyHAlYf1kMBqw/roYBl5PJQwDJYDwUsg/VQwOrDeihgDcDDpFHAMtiFAxSwOlgPBawOxkMBqw/roYDVh/VQwDJyeShgGayHApbBeihg9WE9FLAG4GHSKGAZ7MIBClgdrIcCVgfjoYDVh/VQwOrDeihgGbk8FLAM1kMBy2A9FLD6sB4KWAPwMGkUsAx24QAFrA7WQwGrg/FQwOrDeihg9WE9FLCMXB4KWAbroYBlsB4KWH1YDwWsAXiYNApYBrtwgAJWB+uhgNXBeChg9WE9FLD6sB4KWEYuDwUsg/VQwDJYDwWsPqyHAtYAPEwaBSyDXThAAauD9VDA6mA8FLD6sB4KWH1YDwUsI5eHApbBeihgGayHAlYf1kMBawAeJo0ClsEuHKCA1cF6KGB1MB4KWH1YDwWsPqyHApaRy0MBy2A9FLAM1kMBqw/roYA1AA+TRgHLYBcOUMDqYD0UsDoYDwWsPqyHAlYf1kMBy8jloYBlsB4KWAbroYDVh/VQwBqAh0mjgGWwCwcoYHWwHgpYHYyHAlYf1kMBqw/roYBl5PJQwDJYDwUsg/VQwOrDeowcsLZt2xZSa/Xq1WH58uXRsZTCpmPjxo3RsdTC8ThPbCy1JiYmmgcsNpZSOTzQLCyC2FhqefBg+4HvHx6xsdTC44jHMzaWWh48PPQD6xvrPDaWWrXMK8YD//7ixYubgDVv3rywadOm6NfNVrXMK9aDvfe0VdoDx+IcsbEhxXqw69yLh5d+sPfz0h45rhEo1sPDHhO1r/fj7rvvbu4/CFgLFy5sAkbs62arWuYV6zHqHnMOHoDUWrlyZVi2bFl0LKUgOTY2Fh1LLRyP88TGUmt8fLzZ8MTGUiqHB5q1fv366FhqefBg+4HvHx6xsdTC44jHMzaWWh48PPQD6xvrPDaWWrXMK8YDN5VFixY1AWvu3Llhw4YN0a+brWqZV6wHe+9pq7QHjsU5YmNDivVg17kXDy/9YO/npT1yXCNQrIeHPSZqX+/HHXfc0dx/FixY0AQsPHsT+7rZqpZ5xXqMusecs2vXrpBaa9euDStWrIiOpdT27dsb0dhYauF4nCc2lloQx0t2YmMplcMDzdq8eXN0LLU8eLD9wPcPj9hYauFxxOMZG0stDx4e+oH1jXUeG0utWuYV47Fly5awZMmSJmDNnz+/eZlE7Otmq1rmFevB3nvaKu2BY3GO2NiQYj3Yde7Fw0s/2Pt5aY8c1wgU6+Fhj4na1/uBUIP7T/sSwZ07d0a/braqZV6xHqPuMfUerBHI4YFm4SlLBg8ebD/Y19YCPI54PBk8eHjoh96D1cF44IKu92B1sB56D1Yf1kPvwTJyebD389IeOa4RgPXQe7AM1kPvwerDeoy6x1TAGoEcHgpYBrtwgAJWB+uhgNXBeChg9WE9FLD6sB4KWEYuDwUsg/VQwDJYDwWsPqyHAtYAPEwaBSyDXThAAauD9VDA6mA8FLD6sB4KWH1YDwUsI5eHApbBeihgGaxHroCFD2qoYV6x/VDAGkDpyQ8UsAx24QAFrA7WQwGrg/EYErBw71u5MoRrrrH/Tr0X1jKvWA8FrD6shwKWkctDActgPRSwDNZjtoA1MRHCZZeF8P3vP7guuSSEZctC2LIlNO/d2rp16+RRw6mlHwpYAyg9+YEClsEuHKCA1cF6KGB1MB5DAtbuLw3/8A8hnHpqCF/6kt3YWmqZV6yHAlYf1kMBy8jloYBlsB4KWAbrMVvAWrs2hCOPDOGVrwzhzW/u1zHHhPC3fxvCt79tQYxZn7X0QwFrAKUnP1DAMtiFAxSwOlgPBawOxmNIwFq1KoQPfchC1mmnhXDbbZMDu6llXrEeClh9WA8FLCOXhwKWwXooYBmsR2rAeu97Q1i6tF/f+14IH/iAha8rrghh167+sUOopR8KWAMoPfmBApbBLhyggNXBeihgdTAeqQFr164QLroohA9/OITrr7eghRvczp02Xsu8Yj0UsPqwHgpYRi4PBSyD9VDAMliP1ID1+c9P/sU08EO+v/qrED72sRB27Jj8yxGopR8KWAMoPfmBApbBLhyggNXBeihgdTAeqQELl4DPftaevcLLMc48M4RPfhI3SBvH699rmFdsPxSw+rAeClhGLg8FLIP1UMAyWA82YG3aFMJxx9krKrZtm/zLEailHwpYAyg9+YEClsEuHKCA1cF6KGB1MB6pAQuX0/e/316KgXvgz35m78XCSzXAjh07qphXbD8UsPqwHgpYRi4PBSyD9VDAMlgPJmBt3273n6OOCuHrX+9eTTEKtfRDAWsApSc/UMAy2IUDFLA6WA8FrA7GIyVgQQ9vJMbLAu+6y/7u3ntD+MhHQvjyl7G+8RLCXVXMK7YfClh9WA8FLCOXhwKWwXooYBmsR2rAeuc7Q/jBD/p13nkhvOtdIZx+egjr1k0eMCK19EMBawClJz9QwDLYhQMUsDpYDwWsDsYjJWBt2BDCJz7RhSmA17uffbbd3FavxrNavwrb8SNFghr6oYDVh/VQwDJyeShgGayHApbBeqQGLHyQxd/8Tb9e+9oQXvGKEP7+70O4887JA0akln4oYA2g9OQHClgGu3CAAlYH66GA1cF4pASsq6+2lwP+9Kf9332F34eFv8fvJMHLM/AsFkMN/VDA6sN6KGAZuTwUsAzWQwHLYD1SAxY+RfDKK/t18cUhnHFGCK9+tb0/GO8NHpVa+qGANYDSkx8oYBnswgEKWB2shwJWB+MxW8DCt/bVr4ZwyikhXHhhCNde2xV+0eP73hfCZz4Twvi4PYvFUEM/FLD6sB4KWEYuDwUsg/VQwDJYD/ZDLnC7wicIvvzlIVx33eRfjkAt/Rg5YOFN1Km1Zs2asGLFiuhYSuETsTZt2hQdSy0cj/PExlJry5YtTdNjYymVwwPNYs/hwYPtB75/eMTGUgvfAx7P2FhqefDw0A+sb6zz2Fhq1TKvGI+JiYmwZMmSJmDNnz9/d1Aab/6+fTYKr23/4Aft/VcIUtMLNzeELHx0O8ANcvq/kVo19IO997RV2gPH4hyxsSHFerDr3IuHl36w9/PSHjmuESjWw8MeE7Wv9+Pee+9t7j9twMLLzPH37f1nesDC/QVjqDaM4YOXdme05oMuAMam/zuzVS39gMMoe8w5+Elraq1cuTIsW7YsOpZS+Cnu2NhYdCy1cDzOExtLLWx28IDFxlIqhweaxZ7DgwfbD3z/8IiNpRa+BzyesbHU8uDhoR9Y31jnsbHUqmVeMR749xctWtQErLlz54YNGzY0f79z587dNzC7ebUvA9y9n3hQ/ehHFrDwLBd+cIeb3vR/I7Vq6Ad772mrtAeOxTliY0OK9WDXuRcPL/1g7+elPXJcI1Csh4c9Jmpf78e6deua+8+CBQvCwoULm2dv8PfY9IPpAQvhCc82odoQhk+0RcD6p39q/tiMTf93Zqta+gGHUfaYD+kzWHiaDpKxsdTC8ThPbCy12DSbwwPN2rhxY3QstTx4sP1gfzKBwuOIxzM2lloePDz0I8czWLXMK8ZjpmewEJR2f1vhi1+0Z6l2X7ej7P72w9/9nT3L1X6S0/R/I7Vq6EfOZ7BKeuBYnCM2NqRYD0/PYNXQD/Z+XtojxzUCxXp42GOi9vV+tM9gtQEr5RmsqbX7nw9f+EIIf/mX3a8MGeUZrFr6MeoeU+/BGoEcHmgWXtfJ4MGD7Qf72low6utjp+LBw0M/9B6sDsYDP72a6T1Yt98ewgc+EMI558z8W/JxH8R7sU4+OYTLL7c/j0oN/dB7sPqwHnoPlpHLg72fl/bIcY0ArIfeg2WwHqnvwcIvEr7lln7tzrfhO98J4TWvsY9rx6fdjkot/Rh1j6mANQI5PBSwDHbhAAWsDtZDAauD8ZgpYOFTAfGhFnh54GxvHl6zxj6uHc9kMZeKGvqhgNWH9VDAMnJ5KGAZrIcClsF6pAasV73KQtTUevvbQzjmGPsh4LJleHZr8qARqKUfClgDKD35gQKWwS4coIDVwXooYHUwHjMFLDxjhde249mp8fHmr2YE3/6Pf2wfm7t58+RfjkAN/VDA6sN6KGAZuTwUsAzWQwHLYD1mC1ibNoVw5pn2EsHphd9/hR8C4pff47D2ZYWjUEs/FLAGUHryAwUsg104QAGrg/VQwOpgPPb2EsGHmhr6oYDVh/VQwDJyeShgGayHApbBeswWsFJBuGIeh1r6oYA1gNKTHyhgGezCAQpYHayHAlYH45ErYOF7wCcPMtTQDwWsPqyHApaRy0MBy2A9FLAM1iNXwNq2bVsV84rthwLWAEpPfqCAZbALByhgdbAeClgdjEeugFXLvGI9FLD6sB4KWEYuDwUsg/VQwDJYj1wBq5Z5xXooYA3Aw6RRwDLYhQMUsDpYDwWsDsZDAasP66GA1Yf1UMAycnkoYBmshwKWwXooYPVhPRSwBuBh0ihgGezCAQpYHayHAlYH/n38/oxRQMBavHhxE7DmzZungEV6KGD1YT0UsIxcHgpYBuuhgGWwHghYuP/gdzC+8IUvVMAiPRSwBuBh0ihgGezCAQpYHayHAlYH3vs0yvdw5ZVXhq9+9avhiU98YhOwHvvYx4azzjqr+fuh1DKvWA8FrD6shwKWkctDActgPRSwDMbj5z//efjSl/6+uf/8wR/8QXjc4x4Xzj3322H58uWTX5FOLfOK9VDAGoCHSaOAZbALByhgdbAeClgd+KnfypUrwxe/+MU9hT/vjXPO+UbYf/8DwtOffkh4/ONfGp7xjOOa/+LP+HuMD6GWecV6KGD1YT0UsIxcHgpYBuuhgGWM4jE2NhbOPPOssHDhi8Of/MlfhN/93ZeGxzzmuPCoR71kd9h6aTjkkEPCt7517uRXp1HLvGI9FLAG4GHSKGAZ7MIBClgdrIcCVseqVavCKaecEo466qhw7LHHNv/Fn/H3MS666OLw6Ec/ITzzma8LRx55eTj++DXhve8NzX/xZ/w9xvHTxImJiaRav3592LBhQ3QstTZv3hzuuuuu6Fhq4XicJzaWUqzHjTfeGJYuXRodG1KlPXAszhEbG1KsBx5LPKaxsZTy4uGlHxdffHG48847o2MpVdojxzUCxXqw69yLx0PdD+yBTjrppPA7v/OH4bGPfV2YP//y8KIXrQkveUnYHbhuC89+9vfD7/3eobvHntzcp1LxsMcE7P2c9VDAGoCHSaOAZbALByhgdbAeClgG/u2Pf/zju8PR8XvWGP6LP+Pvp39vt9xyS3ja0+aGF7zgfeHEEyeaYDW98PcYf8xj8JKNc5tjZqtly5aFFStWRMdSC5uWa6+9NjqWWjge54mNpRTrcfnll4fzzz8/OjakSnvgWJwjNjakWA88lnhMY2Mp5cXDSz/wkuBrrrkmOpZSpT1yXCNQrAe7zr14PNT9OPvss8PDHvab4QlPeF84+OCJJlhNr/33v2f3+CnhqU+d2xyTgoc9JmDv56yHAtYAPEwaBSyDXThAAauD9VDAMnbs2NHctLBpmgr+7rjjjgtbt26d/Bvjb/7mzeHP/uzwaLCaXk95ymHNm49/9rOfheuvv36vhdfTX3XVVdGx1MKNGusjNpZaOB7niY2lFOtx4YUXhnPOOSc6NqRKe+BYnCM2NqRYDzyWeExjYynlxcNLP/7+7/8+/OQnP4mOpVRpjxzXCBTrwa5zLx4PZT9wH3nWs54V/vAPD4sGq+n1mMccHo4//s2Td66942GPCdj7OesxcsDCp1ul1u23396k8thYSuGbxNOmsbHUwvE4T2wstTZt2tR8ykpsLKVyeKBZ9957b3QstTx4sP3A9w+P2Fhq4XHE4xkbSy0PHh76gfWNdR4bS60a5tXUX+6L32YPcLPAs1cnnHBCE8Dw9/hafJ+/93t/EI466p+jgWp6vfa11zYffnHqqaeGL3zhC3utz3zmM+Gzn/1sdCy1Pve5z4VPfepT0bHUwvE4T2wspViP008/ffdj997o2JAq7YFjcY7Y2JBiPfBY4jGNjaWUFw8v/XjHO94RPvnJT0bHUqq0R45rBIr1YNe5F4+Hsh+4j+B+st9+10YD1fR6znP+ublfpdxfPewxUez9nPUYdY85B5up1EJaRjKPjaXUrbfe2jz1GRtLLRyP88TGUgtPj958883RsZTK4YFmsefw4MH2A98/PGJjqYXvAY9nbCy1PHh46Ef7U7vYWGrVMK/whmE8S7V9+/Y9AQvPZr3yla8M5513XvNnfBQ7vhY/qcQN7i1vuXtPiNpbnXTSA+HXf/13wp/+6Z+GBQsW7LWe97znRf9+aLHnKX08fpcYnvWLjQ2p0h4oD+fAY4nHNDaWWh48vPRj7ty5uze4+0XHUkqPpVWOde7BA/VQ9QP3kYc97HfCokX43YvxUDW19t//7uZ+hfvW9Pve9PKwx0Sx93PWAw6j7DHn4I10qXXDDTc0T13GxlLqjjvuaD6FKzaWWjge54mNpdbatWvD6tWro2MplcMDzWLP4cGD7Qe+f3jExlIL3wMez9hYannw8NAPrG+s89hYatUyr/Dm4fZlCfiI21e/+tXNTwvb342FgIXH6ktf+lJzwzrxxH+LBqpY/c7v/EH4oz/6o2Zjtrd69rOf3VRsLLVw/J//+Z9Hx1ILxzPfB+vxjGc8IzztaU+Ljg2p0h7s8W2xHngs8ZjGxlLKiwf7feTyeOpTn0qtsdIeOJb5/ttivw92nXvxyHF8qgfuI7/xG4+OhqlYHXzwvzX3qx//+MfR+97U8rDHRLH3c9YDDqPsMfUerBHI4YFm4elTBg8ebD/Y19YCPI54PBk8eHjoh96D1dH+csY2XOGlgXi5Az7hCT8Rw3suzjzzzPDWt741POxhvxbe+MbbomFqep1wwobdX///hpe+9KXh9a9//V7rta99bTjmmGOiY6mFT0DE9x8bSy0cj/PExlKK9cAzh4ceemh0bEiV9sCxOEdsbEixHngs8ZjGxlLKi4eXfuAjsJk1VtojxzUCxXqw69yLx0PZD9xH/u//+zfCAQdsiAaq6fXCF94WfvM3fztp/+lhjwnY+znrMeoeUwFrBHJ4KGAZ7MIBClgdrIcCVh+Eqze96U3hDW94QxOo2lD1rne9K7ziFa/YfcN6SVP/6T/9bjjooDOigWp6HXzw53Z//X8KX//615uPd95b4RO1vve970XHUuv73/9++Pa3vx0dSy0cj/PExlKK9cBj/nd/93fRsSFV2gPH4hyxsSHFeuCxxGMaG0spLx5e+vHRj360+WTQ2FhKlfbIcY1AsR7sOvfi8VD2A/eR//AfHhGe8pTP9YLUTPWUp5wRnvOcBZN3uL3jYY8J2Ps566GANQAPk0YBy2AXDlDA6mA9FLA68FgcffTRYcmSJc2bjqeHqrbwk0b85PX3fu/p4W/+Zm00VLWF8f/8n5/U/IRz6idBzVTsp1mhcnyyFo7HeWJjKcV66FME+8V66FMErXJ56FMErVgPfYqg1VCPww47LDz84U8KL3rR2iZEzVQYf8Qjnt58Gm4KHvaYgL2fsx4KWAPwMGnQLAUsBaypeOjH/+kBq3353xVXXNGEpt///d9vPgIX77Foa968ec0vHcYnh33kIx9pNgV4L9bLX35YeOYzXx+OO+7GaLjC32N88eLFex7n2QpvzL3tttuiY6mFX4z8y1/+MjqWWjge54mNpRTrgY8i/sEPfhAdG1KlPXAszhEbG1KsBx5LPKaxsZTy4uGlH9/85jeba0BsLKVKe+S4RqBYD3ade/F4qPuB/c/Tn/708JjHvD684AU3PihY4QMwFixY1oy/4hWHT97tZsfDHhOw+yvWQwFrAB4mjQKWwS4coIDVwXr8nxiwpr+nCs9U/eVf/mV40pOeFB796EfvqWc+85nhwAMPbF73/p3vfKfZUE31XLNmTTjyyCN3f807wktf+pXdgetb4bDDvh8OPfRbzZ/x9xjHpwvhkwlTCh/1ig/TiI2lFj4JcXx8PDqWWji+/UTFUYr1wGOLl2vGxoZUaQ8ci3PExoYU64HHEo9pbCylvHh46Qc+MADXkdhYSpX2yHGNQLEe7Dr34lGiH9/97neb968961knhGc84yvhz//8W2Hu3It2//mb4clP/uTu4HVSeM1rXtM8xql42GMCdn/FeihgDcDDpFHAMtiFAxSwOliP/1MCFm5e+AhZzJuzzjprry//wzNVeI8FnqnCTxX35oab6mc+c0Y4/PAjwiGHHB4e8Yg/Cc973oHNn/H3GB9CLfOK9WDvPS2lPXAszsHCerDr3IuHl36w9/PSHjmuEYD18LDHBPtqP/D7mj7+8U+Gww47IixZcvjukHVIeNGLDmnuP1/72tm93++YQi3zivVQwBqAh0mjgGWwCwd4C1i4iF155ZVNDbmgeehHzQErNVThp3wnnnhi+PCHP9w8U4VQhY9sH8I999wTrrvuuubjcL/4xS82fx6FHOvDaz+GoIDVh/VQwDJyeShgGayHApbBerT3n09/+tPNB2bgl+yOQi3zivVQwBqAh0mjgGWwCwd4C1j4BbXHHXdcU/j/VDz0o7aANTRU4Zkq3JAQqnAs64GAhZcejkqO9eGpH6OigNWH9VDAMnJ5KGAZrIcClpHLo/Q6r6UfClgD8DBpFLAMduEAbwELr5/+6le/2hT+PxUP/WAvyKC0B4IRXsd/+eWXN6Hq3e9+d/MpS1MD1V/8xV80oWrqB1VMf6Yqh4cClsF6sPeeltIeOBbnYGE9Sm+8WmrphwKWwXp42GOCWvpRep3X0g8FrAF4mDQKWAa7cIC3gDUqHvrBXpBBCY/2maqf/vSnTajCs1F4w28sVE1/pmqml//l8FDAMlgP9t7TUtoDx+IcLKxH6Y1XSy39UMAyWA8Pe0xQSz9Kr/Na+qGANQAPk0YBy2AXDvAWsPC+q6VLlzal92CNRorH9FA19ZmqRYsWNR+HHgtVN954Y9KHTeTwUMAyWA/23tNS2gPH4hwsrEfpjVdLLf1QwDJYDw97TFBLP0qv81r6oYA1AA+TRgHLYBcO8Baw9B6sfz+PvYWqqc9U4fdUnXDCCeFjH/tYuOiii5JD1VRyeChgGawHe+9pKe2BY3EOFtaj9MarpZZ+KGAZrIeHPSaopR+l13kt/VDAGoCHSaOAZbALByhgdbAe7AUZ5PZAqMIvbsQvofzKV77ShKrDDz/8QaHqta997Z5nqr797W83v+F+y5YtzTlGIYeHApbBerD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19IPBawBeJg0ClgGu3CAAlYH68FekEEOjzvuuCPcdNNNg0JV+0wVQlWOeZXDQwHLYD3Ye09LaQ8ci3OwsB6lN14ttfRDActgPTzsMUEt/Si9zmvphwLWADxMGgUsg104QAGrg/VgL8hgVI+pz1R9/vOfD//9v//3pFCFIDb9maoc8ypHPxSwDNaDvfe0lPbAsTgHC+tReuPVUks/FLAM1sPDHhPU0o/S67yWfowcsPAx0qm1evXq5uOPY2Mphc3mpk2bomOpheNxnthYauG9GHjAYmMplcMDzdq4cWN0LLU8eLD9wPcPj9hYauFxxOMZG0utXB6/+tWvmvNMDVj4u9gx08tDP7C+sc5jY6k1xAO/APHmm29u3lN15plnNqEKv6fqwAMP3PNBFUuWLAlHH310856qD37wg+H8889vvs/NmzdHz4nKMa9y9AMBCx8XHxtLKS8e7LxiPdh7T1ulPXAszhEbG1KsB7vOvXh46Qd7Py/tkeMagWI9POwxUbX0o/Q6r6Ufo+4x5yDVpdbKlSvDsmXLomMphY9DHhsbi46lFo7HeWJjqYWflOMBi42lVA4PNGv9+vXRsdTy4MH2A98/PGJjqYXHEY9nbCy1cnnMFLBix0wvD/3A+sY6j42l1mwed999d3Phv+yyy8IXv/jF5ndRvfzlLw8HH3zwnkLAaj+oAqHqO9/5TvOb6Tds2BA95/TKMa9y9AMB65JLLomOpZQXD3ZesR7svaet0h44FueIjQ0p1oNd5148vPSDvZ+X9shxjUCxHh72mKha+lF6ndfSj1H3mHPwMdKptXbt2rBixYroWEpt27atEY2NpRaOx3liY6n1wAMPNIk2NpZSOTzQLPwEPjaWWh482H7g+4dHbCy18Dji8YyNpVYuDzA9YIHYMdPLQz+wvrHOY2OpFfPAT7GmPlP1rne9q3n5H56dagsvAWw/Uv39739/+O53v7vn91RNPVdK5ZhXOfqBgHXFFVdEx1LKiwc7r1gP9t7TVmkPHItzxMaGFOvBrnMvHl76wd7PS3vkuEagWA8Pe0xULf0ovc5r6ceoe0y9B2sEcnigWXjKksGDB9sPfP/Ma2sBHkc8ngw5PWIBKwUP/WBfsw1aD1xY8Z6qn//853s+qOKII46Y8T1V+Ej1H/zgB817qu65557i8ypHP/QeLIP1YO89LaU9cCzOwcJ6lH5vRkst/WDv56U9clwjAOvhYY8JaulH6XVeSz9G3WMqYI1ADg8FLINdOEABq4P1YC/ICFV4pgov//vqV78a3vOe98waqtoPqpg6lz3Mqxz9UMAyWA/23tNS2gPHTp3no8J6lN54tdTSDwUsg/XwsMcEtfSj9DqvpR8KWAPwMGkUsAx24QAFrA7WY5QLcvtM1ZVXXtmEKrz879BDD50xVH384x9vnqlCEJtp/nqYVzn6oYBlsB7svaeltAeOnWnOD4H1KL3xaqmlHwpYBuvhYY8JaulH6XVeSz8UsAbgYdIoYBnswgEKWB2sR+oFeXqowjNVr3zlK5swhfdTHXTQQU2oet3rXvegUIXXQ8+Gh3mVox8KWAbrwd57Wkp74Ficg4X1KL3xaqmlHwpYBuvhYY8JaulH6XVeSz8UsAbgYdIoYBnswgEeAhZCAz6Ws/1/PFtTW8BCqLr99tvD0qVLHxSqpj5ThQ+qeMtb3rLnPVWpoWoqHuZVjn4oYBmsB3vvaSntgWNxDhbWo/TGq6WWfihgGayHhz0mqKUfpdd5Lf1QwBqAh0mjgGWwCwd4CFg7duxoPjUGH0l6ww03hAMOOKD5+PE2dKXgoR/TL8ipoap9pgqh6sILLwzXXnvtoHA5HQ/zKkc/FLAM1oO997SU9sCxOAcL61F649VSSz8UsAzWw8MeE9TSj9LrvJZ+KGANwMOkUcAy2IUDPAQs/K4rPEvzhS98IRxzzDFh/vz5zceMD8FDP7C+ERCHhCq8/O/iiy9unqlCqKplXuXwUMAyWA8FrD6sR+mNV0st/VDAMlgPBSwjl0fpdV5LPxSwBuBh0ihgGezCAV4CFlw+/elPh2OPPbb5XU/4vQtDKNmP9pkqBKpPfOIT0VB1yCGHPChU3XLLLQ96pqqWeZXDQwHLYD0UsPqwHgpYRi4PBSyD9VDAMnJ5KGAZrIcC1gA8TBoFLINdOMBDwBryUsCZeKj7gccNoeqqq64KX/va15pQtWjRovCiF71ocKiaSi3zKoeHApbBeihg9WE9FLCMXB4KWAbroYBl5PJQwDJYDwWsAXiYNApYBrtwgIeABQ92Xj4U/YiFqiOPPHJPoHr+858f9t9//8GhaioPhcds5JhXOTwUsAzWQwGrD+uhgGXk8lDAMlgPBSwjl4cClsF6KGANwMOkUcAy2IUDvAQs1uPfqx+zhaqpz1S9+tWvDu9+97v3hKpRnGqZVzk8FLAM1kMBqw/roYBl5PJQwDJYDwUsI5eHApbBeihgDcDDpFHAMtiFAxSwOloPPCYrV64MV1999ayhauozVRdccEHz+60YaplXOTwUsAzWQwGrD+uhgGXk8lDAMlgPBSwjl4cClsF6KGANwMOkUcAy2IUDFLAMPA7Lli1rfvnvbKHqne98555Qdeutt+753tkLMqhlXuXwUMAyWA/23tNS2gPH4hwsrEfpjVdLLf1QwDJYDw97TFBLP0qv81r6MXLAwgOQWmvWrAkrVqyIjqUUJDdv3hwdSy0cj/PExlJry5YtYWJiIjqWUjk80KxNmzZFx1LLgwfbD3z/8IiNpRYeRzyesbHU8uAxSj/gjoCEl//hEwDf/va3hyOOOCIsWbJkT7W//BdjH/7wh8P3v//9cOONN0a/X6xvrPPpfz+kaplXOTwQsH70ox9Fx1LKi0fpfrD3nrZKe+BYnCM2NqRYD3ade/Hw0g/2fl7aI8c1AsV6eNhjomrpR+l1Xks/Rt1jzsHv7kktvOQIPyGPjaUUBPGLWGNjqYXjcZ7YWGrhI6nxgMXGUiqHB5rFnsODB9sPfP/wiI2lFr4HPJ6xsdTy4JHaj3vvvbf5XVV4ZuQf//Efw0knnRQOP/zw5hMA8QuODz744CZY4f1Ub3vb25pQhd/JhYvtbN8j1jfWeWwstWqZVzk8ELAuvfTS6FhKefEo3Q/23tNWaQ8ci3PExoYU68Gucy8eXvrB3s9Le+S4RqBYDw97TFQt/Si9zmvpBxxG2WPO2bFjR0it1atXN5u02FhK4VPIIBkbSy0cj/PExlILv58IT1vGxlIqhweatXHjxuhYannwYPuB7x8esbHUwuOIxzM2lloePPbWj/vuu6/5Rb4///nPw1lnnRXe9a53Nb+navozVX/913/dPFP1sY99LFx00UV7nqmKnTNWWN9Y57Gx1KplXuXwQMC6/PLLo2Mp5cWjdD/Ye09bpT1wLM4RGxtSrAe7zr14eOkHez8v7ZHjGoFiPTzsMVG19KP0Oq+lH6PuMfUerBHI4YFm6T1Y/GtrQa3vwYIXfvp0zTXXhH/6p38K733ve8Nf/dVfzfieKvyC4PPOOy/cdNNNI/9eLvY126CWeZXDQ+/BMlgP9t7TUtoDx+IcLKxH6fdmtNTSD/Z+XtojxzUCsB4e9pigln6UXue19GPk92BN/jcJD5Mfx+M8DB4mjQKWwS4cUFPAWrdu3eBQhQ+qwCf/IVSxHuwFGdQyr3J4KGAZrAd772kp7YFjcQ4W1qP0xqulln4oYBmsh4c9JqilH6XXeS39UMAagIdJo4BlsAsH7OsBC9//qlWrwtKlS8OXvvSlpFB1ySWX7AlVU2E92AsyqGVe5fBQwDJYD/be01LaA8fiHCysR+mNV0st/VDAMlgPD3tMUEs/Sq/zWvqhgDUAD5NGActgFw7YFwNWG6quvfba5pmqk08+uQlVBx10UNIzVTPBerAXZFDLvMrhoYBlsB7svaeltAeOxTlYWI/SG6+WWvqhgGWwHh72mKCWfpRe57X0QwFrAB4mjQKWwS4csK8ErFiowodStIEKH1SBTwKcHqpuv/325PdUsR7sBRnUMq9yeChgGawHe+9pKe2BY3EOFtaj9MarpZZ+KGAZrIeHPSaopR+l13kt/VDAGoCHSaOAZbALB3gOWG2o+sUvfhENVVOfqXrHO94RTj/99D2hCp9CMxTWg70gg1rmVQ4PBSyD9WDvPS2lPXAszsHCepTeeLXU0g8FLIP18LDHBLX0o/Q6r6UfClgD8DBpFLAMduEAbwEL3w8+GhWh6uyzzw6nnHJKOOqoo6KhauozVbfcckvzcaAMrAd7QQa1zKscHgpYBuvB3ntaSnvgWJyDhfUovfFqqaUfClgG6+Fhjwlq6UfpdV5LPxSwBuBh0ihgGezCAR4C1j333NP8nqohoQofVDH1mSoP/WAvyKCWeZXDQwHLYD3Ye09LaQ8ci3OwsB6lN14ttfRDActgPTzsMUEt/Si9zmvphwLWADxMGgUsg104oFTAwr/bPlP15S9/Obz73e9+UKh66Utf+qBQhY9hj738z0M/2AsyqGVe5fBQwDJYD/be01LaA8fiHCysR+mNV0st/VDAMlgPD3tMUEs/Sq/zWvqhgDUAD5NGActgFw54KAMWvm7NmjXhuuuua56pOvXUU5tQhQ+nWLx4cTRU4eV/CFWznd9DP9gLMvDgkWNe5fBQwDJYD/be01LaA8fiHCysR+mNV0st/VDAMlgPD3tMUEs/Sq/zWvqhgDUAD5NGActgFw749w5YGJseql71qlf1nqnCJwC++tWvbkLVJz/5yeRQNRUP/WAvyMCDR455lcNDActgPdh7T0tpDxyLc7CwHqU3Xi219EMBy2A9POwxQS39KL3Oa+mHAtYAPEwaBSyDXTjg3yNg4c+zhaqpz1R96EMfCt/73veaULVz587JswzDQz/YCzKoZV7l8FDAMlgP9t7TUtoDx+IcLKxH6Y1XSy39UMAyWA8Pe0xQSz9Kr/Na+qGANQAPk0YBy2AXDsgVsDZt2jQoVE19pmpiYoL28NAP9oIMaplXOTwUsAzWg733tJT2wLE4BwvrUXrj1VJLPxSwDNbDwx4T1NKP0uu8ln6MHLDw0/bUWrt2bVixYkV0LKXwy1LHx8ejY6mF43Ge2FhqPfDAA+H++++PjqVUDg80a/PmzdGx1PLgwfYD3z88YmOphccRj2dsbLbC948PqsAm+Gtf+9qeUIWX/LWFT/97zWte0/yeqo997GPhoosuCrfddlvzQRXteXJ4eOgH1jfWeWwstWqZVzk8ELCuuOKK6FhK1TKvWA/23tNWaQ8ci3PExoYU68Gucy8eXvrB3s9Le+S4RqBYDw97TFQt/Si9zmvpx6h7zDlbt24NqYWf1C9fvjw6llJbtmwJGzZsiI6lFo7HeWJjqYU0igcsNpZSOTzQrLGxsehYannwYPuB7x8esbHUwuOIxzM2Fqv169c3v3Nq6dKl4Stf+Up473vfGw477LBw8MEHNx9U0X5YBd5T9ba3vS185CMfCRdccEG48cYbZ3TN4eGhH1jfWOexsdSqZV7l8EDAuvTSS6NjKVXLvGI92HtPW6U9cCzOERsbUqwHu869eHjpB3s/L+2R4xqBYj087DFRtfSj9DqvpR9D95htzdm2bVtIrVWrVjUNi42lFJ6iu++++6JjqYXjcZ7YWGrhKUuk6thYSuXwQLPYc3jwYPuB7x8esbHUwveAxzM21hYWSBuqzjrrrCZU/fVf//WeQHXggQc2z1a1z1R9/OMfDxdeeGHzu62wUGLnnFo5PDz0A+sb6zw2llq1zKscHghYP/zhD6NjKVXLvGI92HtPW6U9cCzOERsbUqwHu869eHjpB3s/L+2R4xqBYj087DFRtfSj9DqvpR9wmG2PGSu9B2sEcnigWUjVDB482H7g+2deWwvwOOLxnA6+Nzw9fv3114evf/3r4f3vf384+uijo++peutb39qEKrynChekXbt2TZ4ljRweHvrBvmYb1DKvcnjoPVgG68Hee1pKe+BYnIOF9Sj93oyWWvrB3s9Le+S4RgDWw8MeE9TSj9LrvJZ+zLTHnA0FrBHI4aGAZbALB0yd/Ph+EKqWLVs2a6ia+kEVeK0yXi88Kjk8PPSDvSCDWuZVDg8FLIP1YO89LaU9cCzOwcJ6lN54tdTSDwUsg/XwsMcEtfSj9DqvpR8KWAPwMGkUsAx24YB169aFb3zjG4NC1SWXXNJ8uMWvfvWr5hwePDz0g70gg1rmVQ4PBSyD9WDvPS2lPXAszsHCepTeeLXU0g8FLIP18LDHBLX0o/Q6r6UfClgD8DBpcgQsvMYTn44yKh76MerCwb/bPlP1D//wD+G1r33t4FA1lVIeU/HQD/aCDPbleTWVHB4KWAbrwd57Wkp74Ficg4X1KL3xaqmlHwpYBuvhYY8JaulH6XVeSz8UsAbgYdLkCFj4GEjmZW0e+jFk4eDfwhzEGzfPOeec8IEPfKD5pL+DDjooPOc5z4mGKrz8b6ZQNZWH0mMmPPSDvSCDfW1ezUQODwUsg/Vg7z0tpT1wLM7BwnqU3ni11NIPBSyD9fCwxwS19KP0Oq+lHwpYA/AwafZ2Qca3du21IVx55ew1Pr734LA3PPRjtoWD82PeTQ9VU5+paj8JEKHqU5/6VBOq8AuDZwtVU/n39kjBQz/YCzLYF+ZVCjk8FLAM1oO997SU9sCxOAcL61F649VSSz8UsAzWw8MeE9TSj9LrvJZ+KGANwMOk2dsFee3aEI48MoRDDw3h2GNDOO64mevGGycPGgEP/YgtHJwTc21voWrqM1Uf/OAHm99VhVA1Kv8eHkPx0A/2ggy8zquh5PBQwDJYD/be01LaA8fiHCysR+mNV0st/VDAMlgPD3tMUEs/Sq/zWvqhgDUAD5MmJWAdf3wIl1wSwo9+NHPdd9/kQSPgoR/twsF5ML/aUHXaaac1v5NqplA19ZmqUSf/VHJ5MHjoB3tBBp7mFUMODwUsg/Vg7z0tpT1wLM7BwnqU3ni11NIPBSyD9fCwxwS19KP0Oq+lHwpYA/AwaVIC1vveh+918i//HSjdDxyLX/57zTXXJIWq9j1V05+pUsDqYD3YCzLw4OGlHwpYBuvB3ntaSnvgWJyDhfUovfFqqaUfClgG6+Fhjwlq6UfpdV5LPxSwBuBh0uQIWHiPET7oYlRK9GNiYiLccccdze+dQqg6+eSTw6te9apeqHrZy142a6iaigJWB+vBXpCBBw8v/VDAMlgP9t7TUtoDx+IcLKxH6Y1XSy39UMAyWA8Pe0xQSz9Kr/Na+qGANQAPkyZHwEK4wke1j8pD1Y+poQq/r+r000/f80zVokWLmg+omBqq2pf/4WPYU1DA6mA92Asy8ODhpR8KWAbrwd57Wkp74Ficg4X1KL3xaqmlHwpYBuvhYY8JaulH6XVeSz8UsAbgYdKkBKy3vhVfF8LSpfHCkzpen8FqQxXmyze/+c0mVOF3VU1/pgq/u+rtb3/7nmeqUkPVVBSwOlgP9oIMPHh46YcClsF6sPeeltIeOBbnYGE9Sm+8WmrphwKWwXp42GOCWvpRep3X0g8FrAF4mDQpAQufInjMMfZJgrH6p3+aPGBEcvcjNVRNffnf+eefH2699dbm+FFRwOpgPdgLMvDg4aUfClgG68Hee1pKe+BYnIOF9Si98WqppR8KWAbr4WGPCWrpR+l1Xks/FLAG4GHSpAQsfIrgxReHcPnl8brppskDRiSHx1133dW8PwrzIjVU4ZmqdtGzCwcoYHWwHuwFGXjw8NIPBSyD9WDvPS2lPXAszsHCepTeeLXU0g8FLIP18LDHBLX0o/Q6r6UfClgD8DBpUgJWyqcIDvllutMZ1QPPVK1bt66ZC2eeeWbze6pmC1WXXHJJdKGzCwcoYHWwHuwFGXjw8NIPBSyD9WDvPS2lPXAszsHCepTeeLXU0g8FLIP18LDHBLX0o/Q6r6UfIwesHTt2hNTCMxX4oILYWEpBctOmTdGx1MLxOE9sLLW2bNnSND02llI5PNCsjRs3PujvwfSAhRC1a9euBxUm7wMPPPCgc6TWEI/Nmzc3749qP6ii/Uj1Aw88sPmQCtQhhxzS/ELgt73tbc0v/v3e974XVq5cGT1fW+gD+hEbSy08jng8Y2Opxc6rHB4e1gf6i3UeG0stDx5e+oGAdfnll0fHUqqWecV6sPeetkp74FicIzY2pFgPdp178fDSj5nu56lV2iPHNQLFenjYY6Jq6UfpdV5LP0bdY85BqkstbJaXLVsWHUspCI6NjUXHUgvH4zyxsdRCWMADFhtLqRweaNb69esf9PexgIUwFWseJu/4+PiDzpFas3nce++9ze+puuqqq8JXvvKVcOqppzYfqX7wwQf3Cn93wgknNKHqggsuCDfffHP0fLFCH9CP2Fhq4XHE4xkbSy12XuXw8LA+sL6xzmNjqeXBw0s/ELDw7G1sLKVqmVesB3vvaau0B47FOWJjQ4r1YNe5Fw8v/Zjpfp5apT1yXCNQrIeHPSaqln6UXue19GPUPeYcfApdarXPYMTGUgofKY5AEBtLLRyP88TGUgvP+tx///3RsZTK4YFmoenT/z4WsACexZpeCF7Tjx9SMQ88FYo+L1++fM9HquPlf0uWLNlT+OW/+LsTTzyxGb/wwgvD6tWre+dJLfQB/YiNpRYeRzyesbHUYudVDg8P6wPrG/2PjaWWBw8v/UDAuuKKK6JjKVXLvGI92HtPW6U9cCzOERsbUqwHu869eHjpx0z389Qq7ZHjGoFiPTzsMVG19KP0Oq+lH6PuMfUerBHI4YFmIczE2L0emoD1zneGcPvteNxnrt2hfGRaD0y8O++8M9xwww3h3HPPDR/60Iea90/F3lOFUDX1gyrYfqAP6AcDHkc8ngwePHLMK9aDfc028ODhpR96D5bBerD3npbSHjgW52BhPUq/N6Olln7s7X6eQmmPHNcIwHp42GOCWvpRep3X0o9R95gKWCOQwyMlYKFOPTWE979/5rrwwsmDBoJQhZ9sLF26NDlUxT6ogu0Hu3DAqJN/Kh48PKwP9oIMPHh46YcClsF6sPeeltIeOBbnYGE9Sm+8WmrphwKWwXp42GOCWvpRep3X0o9R95gKWCOQw2NvF+SxsRA+9akQTj999tqdeZJpn6n65S9/Gb797W/vPv705v1TQ0PVVNh+sAsHKGB1sB7sBRl48PDSDwUsg/Vg7z0tpT1wLM7BwnqU3ni11NIPBSyD9fCwxwS19KP0Oq+lHwpYA/AwadgLcirTQ9WHP/zhcMwxxzRhCu+nOuiggwaHqqmw/WAXDlDA6mA92Asy8ODhpR8KWAbrwd57Wkp74Ficg4X1KL3xaqmlHwpYBuvhYY8JaulH6XVeSz8UsAbgYdLkCFh4E13ssUCowi8AvvHGGx8UqqY+U4WPWX/LW97Se0/VUNh+sAsHKGB1sB7sBRl48PDSDwUsg/Vg7z0tpT1wLM7BwnqU3ni11NIPBSyD9fCwxwS19KP0Oq+lHwpYA/AwaXIErKke00MVPjL92GOPfVCoaj/9D6Hq+9//fvPMFgPbD3bhAAWsDtaDvSADDx5e+qGAZbAe7L2npbQHjsU5WFiP0huvllr6oYBlsB4e9pigln6UXue19EMBawAeJk2OgIXP9b/99tubUHXeeefNGKpin/4HPPSDXThAAauD9WAvyKCWeZXDQwHLYD3Ye09LaQ8ci3OwsB6lN14ttfRDActgPTzsMUEt/Si9zmvphwLWAEpNGnwWP34J79VXXxM++tGP7Q5F54df/OK6cNttt01+xezgN1K3z1Th91R94AMf2Guo+sQnPjHjy/889INdOEABq4P1YC/IoJZ5lcNDActgPdh7T0tpDxyLc7CwHqU3Xi219EMBy2A9POwxQS39KL3Oa+mHAtYASkyadevWhS9/+cxwxBGvCvvtd3j4/d9fGB796P3DwoVHhle+8q/C5Zf/qAlPMaaGqvaZquOOOy4sXrw4LFq0aNZnqmbCQz/YhQMUsDpYD/aCDGqZVzk8FLAM1oO997SU9sCxOAcL61F649VSSz8UsAzWw8MeE9TSj9LrvJZ+KGAN4KGeNJs2bQpvfvObw8Mf/ofhcY97Y3jqU78cnvOcn+6un4SnPOUL4Xd/d1H4wz98Svjc5z4XduzY0RwzNVR95zvfCR/96EebUDX1mapDDjkkHH300YNC1VQ89INdOEABq4P1YC/IoJZ5hX+//aHH9u3bw3XXXTfjD0FmQgHLYD3Ye09LaQ8ci3OwsB6lN14ttfRDActgPTzsMUEt/Si9zmvphwLWAB7KSYON2cc+9vHwG7/xR7vD1Slh0aL/tTschV69+MXrwh//8Tubr7n00sv3GqqmPlOFZ7IuuOCCkReQh36wCwcoYHWwHuwFGdQyr/ApnSis4csuu6x5xnjIy3mBApbBerD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19IPBawBPJST5uqrrw7/8T/+QfizP/vCnkA1U+Fr/uzP5u/1l/+276m64447XEx+th/swgEKWB2sB3tBBrXMK7B58+Zw9tlnhwMPPDA8+9nPVsAaEdaDvfe0lPbAsTgHC+tReuPVUks/FLAM1sPDHhPU0o/S67yWfihgDeChnDTHHHNs+MM/XBiWLNmxJ0jNVPiaRzziGeFpT3vag0IVfvkvQtVUPEx+th/swgEKWB2sB3tBBrXMKzx79c1vfjPst99+4YQTTggHHHCAAtaIsB7svaeltAeOxTlYWI/SG6+WWvqhgGWwHh72mKCWfpRe57X0Y+SANTExEVILm4vrr78+OpZS4+Pj4Z577omOpRaOx3liY6mFjzcfGxuLjqXUEI9nPWtu+JM/+e/RQBWrP/iDvw5PetJTwimnnNJs7m644YboeVEPpcdMxfYD3z88YmOpdffddzeTPzaWWh48PPQD6xvrPDaWWjXMK7wscNu2bc37Im+55ZbmMZkasGLHxAoB66KLLoqOpVQt84r1YO89bZX2wLE4R2xsSLEe7Dr34uGlH7j/4D4UG0up0h45rhEo1oNd5148vPSj9DqvpR+j7jHn4GPDU+sXv/hFWLp0aXQspfDeIiTq2Fhq4XicJzaWWvjluggusbGUGuLxiEc8MjztaV+JhqlY/df/+taw334vip5rej2UHjMV2w98//CIjaXWihUrmskfG0stDx4e+oH1jXUeG0utGuYVLsYIWLt27WoCFW5SUwNW7JhYIWCdddZZ0bGUqmVesR7svaet0h44FueIjQ0p1oNd5148vPQD9x/ch2JjKVXaI8c1AsV6eNhjomrpR+l1Xks/Rt1jztmwYUNIrZtuuqlpVmwspe69997m6crYWGrheJwnNpZa+HS+O++8MzqWUkM8nvCEJ4cnP/kz0TAVq8c+9g3hVa96XfRc0+uh9Jip2H7g+4dHbCy11q5d20z+2FhqefDw0A+sb6zz2Fhq1TKv8LKA9mUJ0wNW7OtjhYB1/vnnR8dSqpZ5xXqw9562SnvgWJwjNjakWA92nXvx8NIP3H9wH4qNpVRpjxzXCBTr4WGPiaqlH6XXeS39GHWPqfdgjcAQj9e85jXhUY9aHA46aDwaqKYWvuY//+fnhX/8x3+cPHrveHh9LNsP9rW1QO/B6mA9sL6xzhlqmVdTPaYHrFT0HiyD9WDvPS2lPXAszsHCerDr3IuHl37g/qP3YJVf5148vPSj9DqvpR8jvwdr8r9JeJj8OB7nYXgoJ80555wTfvu3/7/w5Cd/NhqqptZTnvLZ8OhHP6Z5OjIFD5Of7Qe7cIACVgfrwV6QQS3zaqqHAlbZfrD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19IPBawBPNST5ogjjgy/9muPbH6xcOyZrAMOGAvz5l0Wfv3XH9n87qtUPEx+th/swgEKWB2sB3tBBrXMq6keClhl+8Hee1pKe+BYnIOF9Si98WqppR8KWAbr4WGPCWrpR+l1Xks/FLAG8FBPGrz+E79H53GPmxee+MSPhec+96fh+c//H2HBguW7//8nu//+5PDkJz8rLFmyZPKINDxMfrYf7MIBClgdrAd7QQa1zKupHgpYZfvB3ntaSnvgWJyDhfUovfFqqaUfClgG6+Fhjwlq6UfpdV5LPxSwBlBi0uDf++QnPx2e9axnhWc844Dw+McftjtsHb77zwvD3Llzw7e+9a3Jr0zHw+Rn+8EuHKCA1cF6sBdkUMu8muqBj2l973vf2/x3CApYBuvB3ntaSnvgWJyDhfUovfFqqaUfClgG6+Fhjwlq6UfpdV5LPxSwBlBy0lx11VXN+7KOOea4cPLJ7wvnnntuWL58+eToMDxMfrYf7MIBClgdrAd7QQa1zKscHgpYBuvB3ntaSnvgWJyDhfUovfFqqaUfClgG6+Fhjwlq6UfpdV5LPxSwBuBh0rAXZODBg+0Hu3CAAlYH68FekEEt8yqHhwKWwXqw956W0h44FudgYT1Kb7xaaumHApbBenjYY4Ja+lF6ndfSDwWsAXiYNApYBrtwgAJWB+vBXpBBLfMqh4cClsF6sPeeltIeOBbnYGE9Sm+8WmrphwKWwXp42GOCWvpRep3X0g8FrAF4mDQKWAa7cIACVgfrwV6QQS3zKoeHApbBerD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19IPBawBeJg0ClgGu3CAAlYH68FekEEt8yqHhwKWwXqw956W0h44FudgYT1Kb7xaaumHApbBenjYY4Ja+lF6ndfSDwWsAXiYNApYBrtwgAJWB+vBXpBBLfMqh4cClsF6sPeeltIeOBbnYGE9Sm+8WmrphwKWwXp42GOCWvpRep3X0g8FrAF4mDQKWAa7cIACVgfrwV6QQS3zKoeHApbBerD3npbSHjgW52BhPUpvvFpq6YcClsF6eNhjglr6UXqd19IPBawBeJg0ClgGu3CAAlYH68FekEEt8yqHhwKWwXqw956W0h44FudgYT1Kb7xaaumHApbBenjYY4Ja+lF6ndfSj5ED1q5du0JqrV27NqxYsSI6llLbt28P4+Pj0bHUwvE4T2wstR544IFw//33R8dSKocHmrV58+boWGp58GD7ge8fHrGx1MLjiMczNpZaHjw89APrG+s8NpZatcyrHB4IWFdccUV0LKVqmVesB3vvaau0B47FOWJjQ4r1YNe5Fw8v/WDv56U9clwjUKyHhz0mqpZ+lF7ntfRj1D3mnK1bt4bUWrlyZfNLcWNjKbVly5awYcOG6Fhq4XicJzaWWkijeMBiYymVwwPNGhsbi46llgcPth/4/uERG0stPI54PGNjqeXBw0M/sL6xzmNjqVXLvMrhgYB16aWXRsdSqpZ5xXqw9562SnvgWJwjNjakWA92nXvx8NIP9n5e2iPHNQLFenjYY6Jq6UfpdV5LP0bdY87BU2eptWrVqqZhsbGUwoN93333RcdSC8fjPLGx1MJTlkjVsbGUyuGBZmHixcZSy4MH2w98//CIjaUWHkc8nrGx1PLg4aEfWN9Y57Gx1KplXuXwQMC67LLLomMpVcu8Yj3Ye09bpT1wLM4RGxtSrAe7zr14eOkHez8v7ZHjGoFiPTzsMVG19KP0Oq+lH6PuMfUerBHI4YFmIVUzePBg+8G+thbgccTjyeDBw0M/2Ndsg1rmVQ4PvQfLYD3Ye09LaQ8ci3OwsB6l35vRUks/2Pt5aY8c1wjAenjYY4Ja+lF6ndfSj1H3mApYI5DDQwHLYBcOUMDqYD3YCzKoZV7l8FDAMlgP9t7TUtoDx+IcLKxH6Y1XSy39UMAyWA8Pe0xQSz9Kr/Na+qGANQAPk0YBy2AXDlDA6mA92AsyqGVe5fBQwDJYD/be01LaA8fiHCysR+mNV0st/VDAMlgPD3tMUEs/Sq/zWvqhgDUAD5NGActgFw5QwOpgPdgLMqhlXuXwUMAyWA/23tNS2gPH4hwsrEfpjVdLLf1QwDJYDw97TFBLP0qv81r6oYA1AA+TRgHLYBcOUMDqYD3YCzKoZV7l8FDAMlgP9t7TUtoDx+IcLKxH6Y1XSy39UMAyWA8Pe0xQSz9Kr/Na+qGANQAPk0YBy2AXDlDA6mA92AsyqGVe5fBQwDJYD/be01LaA8fiHCysR+mNV0st/VDAMlgPD3tMUEs/Sq/zWvqhgDUAD5NGActgFw5QwOpgPdgLMqhlXuXwUMAyWA/23tNS2gPH4hwsrEfpjVdLLf1QwDJYDw97TFBLP0qv81r6oYA1AA+TRgHLYBcOUMDqYD3YCzKoZV7l8FDAMlgP9t7TUtoDx+IcLKxH6Y1XSy39UMAyWA8Pe0xQSz9Kr/Na+qGANQAPk0YBy2AXDlDA6mA92AsyqGVe5fBQwDJYD/be01LaA8fiHCysR+mNV0st/VDAMlgPD3tMUEs/Sq/zWvqhgDUAD5NGActgFw5QwOpgPdgLMqhlXuXwUMAyWA/23tNS2gPH4hwsrEfpjVdLLf1QwDJYDw97TFBLP0qv81r6oYA1AA+TRgHLYBcOUMDqYD3YCzKoZV7l8FDAMlgP9t7TUtoDx+IcLKxH6Y1XSy39UMAyWA8Pe0xQSz9Kr/Na+qGANQAPk0YBy2AXDlDA6mA92AsyqGVe5fBQwDJYD/be01LaA8fiHCysR+mNV0st/VDAMlgPD3tMUEs/Sq/zWvqhgDUAD5NGActgFw5QwOpgPdgLMqhlXuXwUMAyWA/23tNS2gPH4hwsrEfpjVdLLf1QwDJYDw97TFBLP0qv81r6oYA1AA+TRgHLYBcOUMDqYD3YCzKoZV7l8FDAMlgP9t7TUtoDx+IcLKxH6Y1XSy39UMAyWA8Pe0xQSz9Kr/Na+qGANQAPk0YBy2AXDlDA6mA92AsyqGVe5fBQwDJYD/be01LaA8fiHCysR+mNV0st/VDAMlgPD3tMUEs/Sq/zWvoxcsDCA5Baa9asCStWrIiOpRQkN2/eHB1LLRyP88TGUgsP9MTERHQspXJ4oFmbNm2KjqWWBw+2H/j+4REbSy08jng8Y2Op5cHDQz+wvrHOY2OpVcu8yuGBgPWjH/0oOpZStcwr1oO997RV2gPH4hyxsSHFerDr3IuHl36w9/PSHjmuESjWw8MeE1VLP0qv81r6Meoec86WLVtCat1+++1h2bJl0bGUQpJdv359dCy1cDzOExtLLTT8vvvui46lVA4PNOvee++NjqWWBw+2H/j+4REbSy08jng8Y2Op5cHDQz+wvrHOY2OpVcu8yuGBgHXxxRdHx1KqlnnFerD3nrZKe+BYnCM2NqRYD3ade/Hw0g/2fl7aI8c1AsV6eNhjomrpR+l1Xks/Rt1jztm5c2dIrbVr1zaJODaWUtu2bQvj4+PRsdTC8ThPbCy1HnjggXD//fdHx1IqhweahabHxlLLgwfbD3z/8IiNpRYeRzyesbHU8uDhoR9Y31jnsbHUqmVe5fBAwLriiiuiYylVy7xiPdh7T1ulPXAszhEbG1KsB7vOvXh46Qd7Py/tkeMagWI9POwxUbX0o/Q6r6Ufo+4x9R6sEcjhgWbpPVj8a2uB3oPVwXqwr9kGtcyrHB56D5bBerD3npbSHjgW52BhPUq/N6Olln6w9/PSHjmuEYD18LDHBLX0o/Q6r6UfI78Ha/K/SXiY/Dge52HwMGkUsAx24QAFrA7Wg70gg1rmVQ4PBSyD9WDvPS2lPXAszsHCepTeeLXU0g8FLIP18LDHBLX0o/Q6r6UfClgD8DBpFLAMduEABawO1oO9IINa5lUODwUsg/Vg7z0tpT1wLM7BwnqU3ni11NIPBSyD9fCwxwS19KP0Oq+lHwpYA/AwaRSwDHbhAAWsDtaDvSCDWuZVDg8FLIP1YO89LaU9cCzOwcJ6lN54tdTSDwUsg/XwsMcEtfSj9DqvpR8KWAPwMGkUsAx24QAFrA7Wg70gg1rmVQ4PBSyD9WDvPS2lPXAszsHCepTeeLXU0g8FLIP18LDHBLX0o/Q6r6UfClgD8DBpFLAMduEABawO1oO9IINa5lUODwUsg/Vg7z0tpT1wLM7BwnqU3ni11NIPBSyD9fCwxwS19KP0Oq+lHwpYA/AwaRSwDHbhAAWsDtaDvSCDWuZVDg8FLIP1YO89LaU9cCzOwcJ6lN54tdTSDwUsg/XwsMcEtfSj9DqvpR8KWAPwMGkUsAx24QAFrA7Wg70gg1rmVQ4PBSyD9WDvPS2lPXAszsHCepTeeLXU0g8FLIP18LDHBLX0o/Q6r6UfClgD8DBpFLAMduEABawO1oO9IINa5lUODwUsg/Vg7z0tpT1wLM7BwnqU3ni11NIPBSyD9fCwxwS19KP0Oq+lH6PtMUP4/wEk4STEt1rMhgAAAABJRU5ErkJggg==" data-image-state="image-loaded"><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">A cow is tied to an outside corner of a rectangular barn of size (a,b) with a rope of length l. What is the maximum area the cow can graze outside the barn?</span></span></div><div style="block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><a target='_blank' href = "https://serving.photos.photobox.com/495639807b8e93bb90ab3c212fe921e51fefc77e0b8756d28871096f5482839b5e5d4bb8.jpg"><span style=""><span style="">&lt;https://serving.photos.photobox.com/495639807b8e93bb90ab3c212fe921e51fefc77e0b8756d28871096f5482839b5e5d4bb8.jpg</span></span></a><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">&gt;</span></span></div><div style="block-size: 21px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 384px 10.5px; text-align: left; transform-origin: 384px 10.5px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style=""></span></span></div></div></div>

Solve

Solution Stats

32 Solutions
9 Solvers

Last Solution submitted on Dec 30, 2020

Last 200 Solutions

Problem Comments

5 Comments

5 Comments

Show 2 older comments

William on 20 Feb 2020

Asif -- I am getting a different result for test problem 6.

David Hill on 21 Feb 2020

I got the same answer as you. I think it is correct.

Asif Newaz on 21 Feb 2020

@william
in test 6,there will be an overlap. if u consider that, i think it should be ok.
i'll add some more test cases like that.

William on 21 Feb 2020

Ooops! I didn't consider that.

Atsushi Ueno on 11 Mar 2020

If the rope is so longer than the rectangle barn and the cow can turn round and round, 3 of "4 quadrants" does not increase the grazing area, it is just 3/4 sector of a circle. The problem is 1 of 4 quadrants.

Problem Recent Solvers9

Problem Tags

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Problem 45346. Grazing-02

Solution Stats

Last 200 Solutions

Problem Comments

Problem Recent Solvers9

Suggested Problems

More from this Author165

Problem Tags

Community Treasure Hunt

Problem 45346. Grazing-02

Solution Stats

Last 200 Solutions

Problem Comments

Problem Recent Solvers9

Suggested Problems

More from this Author165

Problem Tags

Community Treasure Hunt

Players